f757719e-a104-4b05-85d0-d36c44a6cd3f 24 15 12 decimal
&[DATE] &[TIME] - &[FILENAME]
&[PAGENUM] / &[COUNT]

Implicit < 0 to guess zero regions

x y f x 2 ^ y + 11 - ( 2 ^ x y 2 ^ + 7 - ( 2 ^ + :

Brute force Min(matrix) explorer, ... range the search wisely/finely.
Most important . . .
Limits [L, H] in their Cartesian
directions to pair Locate(Mat,val)
]]> 0.000001 0.000001 1 <p> N the metric H [cols/rows values] </p> x/y 2.8150 - 2.8146 - 2.8143 - 2.8139 - 2.8135 - 2.8131 - 2.8128 - 2.8124 - 2.8120 - 2.8116 - 2.8113 - 2.8109 - 2.8105 - 2.8101 - 2.8098 - 2.8094 - 2.8090 - 2.8086 - 2.8083 - 2.8079 - 2.8075 - 2.8071 - 2.8068 - 2.8064 - 2.8060 - 2.8056 - 2.8053 - 2.8049 - 2.8045 - 2.8041 - 2.8038 - 2.8034 - 2.8030 - 2.8026 - 2.8023 - 2.8019 - 2.8015 - 2.8011 - 2.8008 - 2.8004 - 2.8000 - 2.7996 - 2.7993 - 2.7989 - 2.7985 - 2.7981 - 2.7978 - 2.7974 - 2.7970 - 2.7966 - 2.7963 - 2.7959 - 2.7955 - 2.7951 - 2.7948 - 2.7944 - 2.7940 - 2.7936 - 2.7933 - 2.7929 - 2.7925 - 2.7921 - 2.7918 - 2.7914 - 2.7910 - 2.7906 - 2.7903 - 2.7899 - 2.7895 - 2.7891 - 2.7888 - 2.7884 - 2.7880 - 2.7876 - 2.7873 - 2.7869 - 2.7865 - 2.7861 - 2.7858 - 2.7854 - 3.1250 0.0049 0.0047 0.0046 0.0044 0.0043 0.0041 0.0040 0.0039 0.0038 0.0037 0.0036 0.0036 0.0035 0.0034 0.0034 0.0033 0.0033 0.0032 0.0032 0.0032 0.0032 0.0032 0.0032 0.0032 0.0032 0.0033 0.0033 0.0033 0.0034 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0.0112 0.0112 0.0113 0.0113 0.0114 0.0114 0.0115 0.0116 0.0116 0.0117 0.0118 0.0119 0.0120 0.0122 0.0123 0.0124 0.0126 0.0127 0.0129 0.0131 0.0132 0.0134 0.0136 0.0138 0.0140 0.0142 0.0144 0.0147 0.0149 0.0152 0.0154 0.0157 0.0160 0.0162 0.0165 0.0168 0.0171 0.0174 0.0177 0.0181 0.0184 0.0188 0.0191 0.0195 0.0198 0.0202 0.0206 0.0210 0.0214 0.0218 0.0222 0.0226 0.0230 0.0235 0.0239 0.0244 0.0248 0.0253 3.1491 0.0131 0.0129 0.0128 0.0127 0.0125 0.0124 0.0123 0.0122 0.0121 0.0120 0.0120 0.0119 0.0118 0.0118 0.0117 0.0117 0.0117 0.0117 0.0116 0.0116 0.0116 0.0116 0.0117 0.0117 0.0117 0.0118 0.0118 0.0119 0.0119 0.0120 0.0121 0.0122 0.0123 0.0124 0.0125 0.0126 0.0127 0.0129 0.0130 0.0132 0.0133 0.0135 0.0137 0.0139 0.0141 0.0143 0.0145 0.0147 0.0149 0.0151 0.0154 0.0156 0.0159 0.0161 0.0164 0.0167 0.0170 0.0173 0.0176 0.0179 0.0182 0.0185 0.0189 0.0192 0.0196 0.0199 0.0203 0.0207 0.0210 0.0214 0.0218 0.0222 0.0227 0.0231 0.0235 0.0239 0.0244 0.0248 0.0253 0.0258 3.1494 0.0135 0.0134 0.0133 0.0131 0.0130 0.0129 0.0128 0.0127 0.0126 0.0125 0.0124 0.0124 0.0123 0.0122 0.0122 0.0122 0.0121 0.0121 0.0121 0.0121 0.0121 0.0121 0.0121 0.0122 0.0122 0.0122 0.0123 0.0123 0.0124 0.0125 0.0126 0.0126 0.0127 0.0129 0.0130 0.0131 0.0132 0.0133 0.0135 0.0136 0.0138 0.0140 0.0142 0.0143 0.0145 0.0147 0.0149 0.0152 0.0154 0.0156 0.0158 0.0161 0.0163 0.0166 0.0169 0.0172 0.0174 0.0177 0.0180 0.0184 0.0187 0.0190 0.0193 0.0197 0.0200 0.0204 0.0208 0.0211 0.0215 0.0219 0.0223 0.0227 0.0231 0.0235 0.0240 0.0244 0.0249 0.0253 0.0258 0.0263 3.1497 0.0140 0.0139 0.0137 0.0136 0.0135 0.0134 0.0132 0.0131 0.0131 0.0130 0.0129 0.0128 0.0128 0.0127 0.0127 0.0126 0.0126 0.0126 0.0126 0.0126 0.0126 0.0126 0.0126 0.0126 0.0127 0.0127 0.0128 0.0128 0.0129 0.0130 0.0130 0.0131 0.0132 0.0133 0.0134 0.0136 0.0137 0.0138 0.0140 0.0141 0.0143 0.0144 0.0146 0.0148 0.0150 0.0152 0.0154 0.0156 0.0158 0.0161 0.0163 0.0166 0.0168 0.0171 0.0174 0.0176 0.0179 0.0182 0.0185 0.0188 0.0192 0.0195 0.0198 0.0202 0.0205 0.0209 0.0212 0.0216 0.0220 0.0224 0.0228 0.0232 0.0236 0.0240 0.0245 0.0249 0.0253 0.0258 0.0263 0.0267 81 81 mat 1 1 mat

as per order L,H

col row value 1 3 mat 27 21 0.000001 1 3 mat

The located row/col augmented [1] return their respctive metric

x N 1 28 el : y N 22 1 el : 2 1 mat 2.80525 - 3.13125 2 1 mat

sanity located Min(H)

x y f 0.0000007

Implicit < 0 to guess zero regions

x y Himmelblau x 2 ^ y + 11 - ( 2 ^ x y 2 ^ + 7 - ( 2 ^ + 0.25 - :

Implicit < 0 refine guess selected region

x y Him x 2 ^ y + 11 - ( 2 ^ x y 2 ^ + 7 - ( 2 ^ + 0.0125 - : Himmelblau axes 2 1 sys Him XY 2 1 sys
...... Himmelblau Max......
]]>

some value '0' to view plot regions

x y f x 2 ^ y + 11 - ( 2 ^ x y 2 ^ + 7 - ( 2 ^ + 181.5 - : f axes 2 1 sys iVBORw0KGgoAAAANSUhEUgAAAbQAAACvCAYAAACVUiuqAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAADwcSURBVHhe7Z1NshxH1YZZADJewCej0BiDFmBjLwBjLQBjbcDYA82wseOOAUtzwJ5L4LEjMGZMYLMCwZxAsAFDf/1U19v91qnM+un/2/c8ERXdXVWZeTIr87yZWdVZ31okSZIkyQWQgpYkSZJcBCloSZIkyUWQgnZB/O53v1v87Gc/W/z4xz9e/OEPf2j3JlP5z3/+s3j33XcXP/3pTxdvvvlm8zvp8+tf/7opo+tQz7BPbeLjjz9u9yaXSgrahfC3v/1t8frrrzffccTf+ta3mn3JdN5+++3FZ5991nz/xS9+0Yha0uXrr79ePHjwoPlO/aKe/eMf/2h+nxu0g3v37jWfbN/5zncWX375ZXs0uUSuhaBRCeVojgUO7ZTgLObkmfN/8IMfrEcVr7322uLDDz9svidd6LGrnBxGZyoz6hzO+ph88sknZ+9wsY+6JSijU9tM+sxORBBa2oQEN9vE5XM2gqYe8QcffNDuWUGPkOmNY/Pb3/62cXynAHHaJc8463PuOe8L9byHKJXBV199NVq+OL5jjtCYGmNa7DpB2TLqOXQ9I36fbfjf//7X+QTKjutag3ry4osvnn2HIdmNsxA0xIMKiQOhRyWohPz+97//3e45HjSWH/7whye5R/Dd73538fe//739NR+mzujtXyLUCZwS93Hu3Lmz+OKLL9ojG/70pz81+adHzjUsQQeqNgrHeRJ2TCz3BelwzY+V3r6gvR6jnnGd6KCVNq41PH/+fPHSSy9VfQWj70ttE8mGsxC073//+83IDPHwnhgV+RSjM4GzrDnEQ4G475Jnbnyr4c7tOTMaZjtnEHrqipxcSdA4/qtf/aqpV7Xr9+zZs8WtW7d6DhBRoUPA5zYjj3feeaf9Nh3ycqjZADpm29g0BgJBW6WcDi3E2M911EZng44u19ehDEudFNrDtm0iuV6cXNBwUN7TcuhxlfYfC5wBNhzTye+SZ+654WSwm+9zR5eIQ0kgzhHKqCZoQg6wBsf83guOGYcoJ43Tnsurr77amQqbwgsvvHCwOoYt2LRP6DSpniEUh26jpalY9kVxYsqRsnQkZtiqkX1yuZxU0GgIVDAcEw7Y57cldDV+//vfN/c5qNQ4H+KZ07BwhIT33iXffYQINJxSr+8QbJNniRZ2E9a3ufcLthE0BCE6Cew7dE94H4LGdfXRMCMzL7+hsDXmChpCRlo1GLEjIFxvynRuPd9G0EptA6hjtFMvI7Z43r6J0+9ct9IDU+QVe9Q5oLyirYcW3+S0nEzQqGxUTJwGvSq+u3DgvBmtlJzDG2+80RynUnPvAUdEo+em75SeLiLA+Tgz7/0xTUWaDjaNOQTSRDymbEONH0dSy/Nbb721zjM34vWI+dQ8T2GuoMmxMPVD2QnK9NAP1OxD0AhL/dkncwUNwSrZSD2hnquu8vg556meT+0wzBU00kPMprSNU0Bd96csHfJKGXldTG4WJx2hAY2m1KC5D1LaT2VVL0s9MBohPdepT1zp6TUcsTda0ov3r2p2OIxSJMhj25B9tbSIXyMxHN02eZ7CHEGj18y9De5BYY9GaTgVfuOoD8m+BI045gjQGHMFrXbNqSuq53SEsJPf7OeaTx0VzRU0iQXtwttG/H0qaJ+l0ZmgLCmj5GZyckGj10ejjlApSw3dpwRx6jT0uU9BIgAuhlBzxDiRfffia9Ty7IK1bZ4jOEl64r7xh1m2uJ9zIzhUNsrL7ZHQxGkiQR5j/KVtjH0ImuLYVtBKeeHJy7iPrSZAU+o5nbgpdlJPSmmXbIrTxII41GnS/UW1jW1GPjWbStsYmpIfEnPKkjJNbiYnFTT17plKi9QaukNvLT7pNBUaJ1OdchI1R4zDnpIG8UzZhpiSZ6byts1zJNr2xz/+sdni/iFiz53OydDUVIy7to2xD0HbdYQWbWZjNPTf//63t7/GlBmAOaOjmC62aNQYtxq1Tsq2U9ultEvbGBL2ISjLFLSby0kFrSYiQKMqNXRGCxpV4Ti98voTa2Mghj4VI0ccG9YUkeF+FlM1U7b40ImDg/X/4QnCKM+Imd+fmpPnMUh/SCAilFUcYVNWcdr2EJyDoJWYO+VYq19ez5li9HrOfbSpYMucKUegfsW24Z2/U0E5jXWWOCcF7eZyUkGLoySHR3BLzobGzT0wnDzHNXVC79EdK/s5LqcQoccrR8IUBtMyJUdM4z6Gg4ZanpnyRAw1Tap8kud9/sdorqCBO1tdkzhtewj2IWjUv6Hj2zBX0LCf61ur537/DKjPXs/HIN65gkZ993LBvqkjxENBPujMDV0vzkHwSjM+NShjHrIZmsZMrg8nFTSe3Ks1FConf3yNozccOPd5eAIM0aKCIzqxV6YnIGu9NZyvRjuIBU4jjnawgfj3OQoaQnmOS/h4nrFFed630G4jaNjDqJL/bPFJOdbun+0DPeWGwyctNsrDRZTyki1s1IOS8FN+lOM+mStonIuN8Z4o15qRP+0D4VVdnWsv8c8VNNoGwkBaOHzsO0YnZQyuOde+Bn+WL5XlENRb6kcK2mVwMkGjodFIaaw1cDilhuQOg+/+26Fil3qzVF5/0IEeHY0lOmLd4ztmZSfPpTKZmuddmCtojBj9vgodlKEe9D5R/ofKYayccNpD6/9tw1xBA675WKdpLC81CDNH0EptgzZwyE7KVKhvbDUow7ninVwWRxc0en8M8ac0FI69/PLL7a/5UMFL0w/6A61AWEvCx+hu3z34Mcjz7du321/HBWc2R7zp2arHjKPhumpq7Nyp3aPdlSGHW4NOxCE7AnNsUttQPcCufU5rHwqEm3Z8XepfchiOLmjcA8Dxvffee5Nu3iIoY73XEjRi/d8sgngxhffnP/+5ccglMWOxU6atjjk6E5RL7bHqcwJn9+jRo/Wfq2v3K88NRt7Yvo34HApGaedQfswO3L9/v2kbtJ/rIGZAx5UyTG42J5lyZJpnziPANCpGdnMZEiNsoDdXGyFy72KbNPfFtnk+NpQhI4w59y1ODZ0kn1Y7F87lmo+1jXND91VP0flMzouT3UOby7Er6zn03rOBHoZzLte85vPJMkvEtRG0JEmSJBkiBS1JkiS5CFLQkiRJkosgBS1JkiS5CFLQkiRJkosgBS1JkiS5CFLQkiRJkosgBS1JkiS5CFLQkiRJkosgBS1JkiS5CFLQkiRJkosgBS1JkiS5CFLQkuQMYQV5Xofy/vvvN29+mPJ2Ct56wKrzvMqHV7/EMLwyh/edffjhh71NjKXLQsCcz8tc2TxsCd5sEF8TRfzs++STT5rw2HRdXj10jnBNKD/Kcs774HjlDmE+/fTTdk8X3rrAcV7fVXqbBvs49tFHH1WvH/WHV2GxlRaRJg6OEUftDRiy4+OPPx5diDoFLUnODF7bwhvU9SoZGvQLL7ww+IoexEzvA+Nll3znRZ16Azn7+F3a9HLRKekicooTELXaS3A5j/j9fYPRDuIvvZU+mQYOnvc2IgqIB9dj7B12hKHjw3mICB0KNod46HQgVFxz6oWLFnWFesM+4sAG1SPBdWU/diGevBDYX4/EfuJGhImD46rDgrpDvJyDoI29o7IiaP9cPH1wd/Hg6T87v69qncR/Pl08uPtgsT79Qvjn0weLuw+eLnN/SL5eXN0dKNsjcZy8HoCvr66n3QMgEK+++mr7awVvbh96IS6O4c6dO+vXHtHoXawQJc5BULTxElvSkWCNpUsYBMjBsb300kvtrw3E+aMf/agqaIgdDo3fx+brq7uLu6ducHuCa+YiQLlTvnRGahAG8XAII8Hiuty7d6/zCi2uMS9mFsTBbwkUdcTjwA5EkLgEYVz0qI/EoXQUh0aZfPLb7SA88dRIQRvgJgnatWWioEXHeQpHOhWcR2y0NGR3BhF62DgQb/xMPcoJ4VjiSIg0fJpnLN1vvvmmcTBMDwnC45gi9P7/+te/NufHN8Kz75Tlf0mCxjXzjg7lWrqOQsdjXaKuSBh5a3m8blFsmC5GFKMYSdCYiozXmVEa+9SBYhqRODTiimlolsHj4Bw6brX6M0HQVt/vLp0u20bkjFbQrq6WAtCeF51MU4l0jM0rVBN+c6yYhtEIzfr8q6UkCMRhKaxPl06ueBxWArI+PlCxe4KG81yHjQLu5TR0bLVt8jgkaG1+vrbyaezxPIS0OjayKf9tGE+oOXcV3vPafF+e59eMYJ1yt3h6DqLTwdkiD4Fq3enkNV7nFTQWHC4NnMZDQ2PkwJQK0zRD0GimbPuE+GjE7qQAB4RgzUmPeEpiAzged3pD6bpTIT5+04PHqTEFFN+yzegLZ6g44wjt9u3bjbgSN0LsvfgiwT9060tbv4bafCf81dJPLT+9vhrYwv1HnK1DXYn5PDVD1ywKlkOYeNzD0Ga4Zj619+677zbhateKsAilkDip3oCmoCVYEcIjrIJp0RgHdrFPohjZ4wjNK8nKWSl845AKwrA6fXXuJu74u8vKqW4qbPd36yTXabVCEuzaxB3z2cWd/Mpma0jhtzv1TrieDe3xddih/Mb8tL8r6fZs1Pk63hOaTbpu88q+cKwaT7ABCulMzkNguO60v/14gF6eepE0BqbMaKg0HhpMDZw1jdI3nFzcx+ajnF0ZclKxcQ/B/QbO9/tdgjjIvzusqekSRvvY4r0XHM0bb7zRnK84XdCA8IwCOI5IcE7Nya3qUr/N9urT+ndobzF8W39K9Y16Qn6YRsUmOW/9LpUlIHbUjSmbj6B3RQJRumZsJShzrn2cWiYeNl3nCJ1BFxvBtaUdkZ7nTR0fj0/2xnJUHITxOqkRmqN4a/XlYFOOQ05KlXB1uOtYhymd67b2j/ccdUyosb3cu9+EjeWxYpPHOXlYUnD45bD9Y71yHXHo8XwJxNOwv1dOHmfv+nbrQ8+mkfzNzUOXEN9IWB+F0RjYAId/jB43DRTBG9vkPCUCuwga+WKqkdFoCUZHUcynpktYHM1nn33WODmOuagx6tP9G8UZBS06ddIgrql062e/fg3W5SW9+tfCKATbyCN2y7nqd63suXY42LjhuOPmDntXSAO75gga0Jnw+2GKh85eKY8IsT8s5BCW+stInfITpfpK/tmnaUlBHNQn0iAtQblyPvGD7suxjzAljipoTeVaVj5tOtzZX01kSSEdIK0pgtbYpHQ625ig9eOF5jg7K3ZFuunXHf6G/rFNXltKDr2xx9LqRL6KM+bZy8m/NzTx+fm7C9poHgKNTZandXwTxZCGRYOlMR8TnAAOZ2yT+EgE2OfgIOhZ15yqwGEiVrWpISCu+CTclHQRKr4L0kLMCMcxnAwdBjk5No5xjpwSYaJjLDm/Pqq37ba+5v365fW3VzeXrNttBe/4ANPTpdHJvqGMvE7UNpUl5Vy7ZmxD0PFglEZng7pQC0Na5H1sZKn7Y+q8UH7xmkrQ+CyhjoO3UdoF6ZNHPVEb43WOImgbZ9SdGuzFh3NqK2zH4YmKcGwc5PzKPcQmbNnedcOo2CWadMmXGuGIw9/QP7bJa4s79CbeVVoK08/zKs7u1KTntfu9oYn3NILW2NLYW6k7EwVNvT05ehzrUCOlIflU0dAmB7MvaMDuUAFnE/dFyBPnuZhFZyfhiqMmGEtXDjVC7xyHhqPSOdpIizgUTvtc1Dhed1Kqr5s6062f/frlx/v1vz0e9glGAdiCcxWI+NCj8JQ3dWDKNgZlMLYJvmOrylaUrmMJwpNfxaOHQgTXiGtDvQKur9oM7cNHWuwnDs4HXWdHAqzRFcLFyExQPh6HwD6mfYF8eacqcgRBK4XtV0Kn51DXlMK5rcOVux5vmc35sTxWbPI4lB+OBbE7kKCVGmps0PrdfFpZDJbTyQRtQt0ZEDQaJA1ED0DwXQ6BxlTrKQrOnbLtG2xFJBwasfdccRiIqYMj4BwchkZJ0TmolxydIIylyye95AgOtDYiJC0XT+JgBCknCYSPdq4pXN9u/ezXr8G6vKRXXw05XTlQOWoEuwbT2pTnlG1spDMXyi52TrDXBZl24OmSl/v376+vwbNnz5ow/qi/i5nqOKKu68z5bELlpusYn2gErr2mNXV+aepTYsw1oK6o80M46iPlWONoghbj2owiYoWM53dpKqg51+7v4cqt4x53qcKLzjEalucx/O40ko4ARJtWvw8x5Rjzsiobs6uxuWuX4vKwvTIZEbRVOpvjTVnsUdA258a6s6QadtWoaDAIGtMrug/AAx8473MFJ4Ktckp8IjQuAhxnE3oKLW6x1y2nUXIKY+nyyf/SEFIcFQ6H+EujF8LyeD9pvf7662vxJRxPOXJN+I4Y4OQkID06dXZJ83tZB9bXvF+/uvU3HFd4D2DgsLFZ9mhK1R3zOcFIye8/cn25hm4v9vOou+Dac45EDgHxesJ15ilWrj2Coo14JG4IqdchxIrjLvyIj6bSAbHzdocNfo+bekQcElbVVY3iNP04dC0mCpqcVqUiDArakub4yhGtnFHrmHRclUxbpbKJtS3N5o52rHIvCbbUnCH0wnbs7OZ3efba2bJ1stAL52LSt3lD/9iwGHRtoBxXZbUsozbfvbBtPjyv5TKrC1pM92rpFDaj0rl5CIzVnTb+/vVYgWOlsdFIacD0Zod62+cC9tLAEWIch0RFkBfvdeOIcQBxi0JBGB5LV683MpYuvylPnmTEOcUb/MLtYVTIp8AhETeOlM8xsVh1kNqNemL1Vtff69dgm1/ujw9ERagjOF/KqfZ03zmBvdhIpwYRiqNlxIqHoATXkPzR0eA6xw4JwuFCpo3yENQfwhKPpgFju+Ic7KFTEMUMOE498ji8ngDHSZtz2GJ9jFQELUmS5OYRn371EeulwWhLI65tOUYcc9JIQUuSJFmihxI0mtHIJ7k+pKAlSZIsYToWAePeH9N0bGNTXMl5kYKWJElicB9n12m05DSkoCVJkiQXQQpakiRJchGkoCVJkiQXQQpakiRJchGkoCVJkiQXwcUKWm31Af40GdfAOzT88/5S/5yZJElyLlykoLE0D/8hYR0/Xx6I73FNvGPAI8As7TK2GO6hIL++ppqD8HMMkY9L5jjEEZelGYP4WKvNl92JsE6bXyOgvFhmRyuU+zZkY5IkN5uLEzTWruPf/qwRx6c7QESu5tgPzfPnz5tFWMfWrdsnlAHrqCHsrIMWoawQWtbjQyz4zvkCoUHoFAfxTYWyJj5E8Cc/+UnzW7CPuOhccI2i0HPN2F/aiDNJkqTEjoLWXxj01LAAphax9DXZcN4sfnnKP0zi1I859YhwIA5a2DOCPXHUxWrqWtBWozIJzFRB4zxPj8VFfUVw4idevWIiChq/ES6WHiIuNq7rsTsEa5rFbcuLH8NqAejV4rcHbwtTbKkt9DyTJi7LUGfB8a0Z8hlH8icjZTiHOeW9n/JLhrg4QcORxlWdgRWlS/uPCQ6cUckxQcBrgvbKK6/0pgNLq3UTx1RBQ6zigq50LLxzIRCukqAhZIwYHa5f3Hc0Bh1gfPPAaTmkoO2HyxK05LwoCNqqgfZeHdNpJFQ8XifSVsArfz2Kv2YEuq8W6cRDxVr+bl7nwLG2JjfpreObVvGYSvT3L/HdnShrtNWmG3G+3LPRwyI41KFXbEQQAA8vEDCPg2lH7DvmKGNI0N5///3GHmzHJt4TxmgqMkfQ/L1I3D+jTOIoUNQELcKUKK/GmEPnlSNWt2DlqJf1zupl53U2Szz8g2X9LjvAVf3XeZu63d0/3pY2Tpx0r57icAlbSLPnjD2tB8u2WI5/bePEcui0wTa+7gjD23W0M7T55bYpg25+u/SPdX1B8C1NWbTHOnle4seazWwcErTm2DIdf+UTBnXi29jh13OoPMHLb3Vu+6Ld9txVMpbfbkHU89OWd6zDN5HiCE2F3f5qL5BVJi52c7xtLOvK1J4bwtYuqi6SH/cK0tBUrCiSfRAVOVM+caJ6+EMOueRYGbVpNMHohBfh8YI5BGDK/RrS4B4TguBp6Le/I2jIDqH7VlO2oYctxJCgYTsChk2MqviuMnNkN0I/BqLHubwribyQV6YbS50JCdpQeWAP4Ut21WjqWK8ObRylnMa6mnberxXDq/5XHGB7fB1X2yaiA9fvXv1ujyv8ysEN1PeOMw5pyemt4+/GLVs7tvjxUA5dP9Da1v727908RR+gdLo222Gje2wVLojH+refG/xMWw6bNFqbZGOnDAMqw40Rq9/rdAtl2Ma7sq9enr0ys3P1u5tuG3YsP8ma8pRjU4Beca6WPb9NgXJhVt/7ldMvcHNBe4VOGL9QXrHsmEF668o6AMKEg8QBOzUhYXrMH1bAoUvE+F57eaHDKIRRmNLW/SfdH/LRGHZwH29oRILjxs7SRjjf4tRgiSFBA/KPICNo2OsPhQiV35QRGi/k41yfckQI/VXrgjxwLp81iCe+gHA+3XraqaMNfrxfp/v11Fk5l3rcSxrHtmpPw2lzqjm1Em6LxSs8/uZ7jMva9pgtMfzGtkIZDdEpv6Gwfqx0nolJIe9DdPI6dD17x7oCBl4uHu9YefYEzc+tpNvN/4Z+WglU7qFxIazRLEuVAlxdVI652HULvXeBl8f7Wxt3vIjN79L50wQNh1t7fxGOcwzOYXS3DQihj+hwwtgSxZWRy5SRzr4YErS33npr/Qp0RlMarcUymCNoCCTnIsBCozbfB2OCRrrxNe5ziPVP9bTvDKweF52dtYceXcdTFKQmzv0LWj+uJdaJbOKy/G+2HQWtWEZ9uunr/L7P2DB2HVZx4guKee+xim9tg84fsr93rC8sXi5ux1h5+rXtnduk6wJdErRKfpI1VS/vFacREwqcAuRzXcr9yjl8gQOx8vQq0zxw2j7iEnLI0aE6cq4aYc2B+HkCz0cliFkcWchBS0RKMELTf67Gtl1GaIwcb9261f7awP20ONWq8psiaCXx0j5sdsYEjThiXFNo6l3T6Msdr369tOPFOsjxWr08c0EbiGvMlua4hV/HN9JOm/Mof8XdOb+bRpex67CKe1zQVvFggzrCnfOH7O8dOwdBG8lPsqY+bGlGZtzg9Ip4tXi6LMjNxe1eMOgU9Ni0QK/y9OObikSlNMKSQ46OkVEJAsgnoybCcy4w3eiCwbQi55XgPI8fUeK33z+Dmh0OaSAAU7YhYRSkWRI0bC79jYF449OgsptjEfLqD77EsgDCsS92FsYETfdE5wlavWerfcOOp1AHhxxgSK/oaKwdDKfNqRunV8RtKbQvj79oizFmS3PcbNnYViijNRwLZdUpv7GwOlY6b1XWjVMf8i0cC/nu5HXoevaOnYGgjeUnWVMXtKaA6RWokFcF3K1E/UrXLeg2jJ/gFbFQsZrwI2mUwFkOOT8cerwnhohx7wiHzIMH9+7da/bjpJmOE4gMcft/qZyYNg9s8Nvvn4GectxmFLgLjBZLfxdgv48qsbf02L4EuvS3B0Z0HHNRo6x9WtXvTTpcD8LyGYUVJIRxZDeMOT37Te9WdWjM8RTrcM0Btsc39XMV1yb98Lup/5u4VvV9E36WoLVpr+NWm13bHm1p02uPTyoHs8Vt69jZccbdOPR79pTjklXZbHxB9/eArVHsmt9WLgW/s6Z3LF7fblrN94nluZOgDeUnWTNwY6ltyHYlxy4Y1M5pLkCz2YWpVKzmwlsYj7+GnGPJMUJp5IFQ4Wh5kAEnzhQhD0UgZjhxwXdGcghaLX6EAUeOg0cUSvfyGLExKjoW3K/T6EybT4OSf/ZhK5/8qdo7BOR1LA4e9acMY3kRjv3ETdn5cZUVm8cfhZQRKB2O/si4X+86NPXK60+3Lk+px14HV4/RVxxg2066tnTrvAsKeNwPnn7dCd8RihK9NuNprWZQ+o5yk54fGy2HddhVm+3a1pZpG2/HZDncZsPWVbyrcuiX9Yb+scbGdVzu8Jd08tY91vEh5LGxqS23XhkavWP969vY1O7wMhwrTy+/3rlNup6HbrqD+WnPjfXsJjL+pMSZg7PDWSJYCFMNRkW3b9+uCtIUavHj1H2EgvCVpudw7KX9p4Yy2aVchjhUvDhNdzJJkiTXXtDowTMSoIfv02clEJR592M2IJqlKTeEjJGh/hPGfR9GJT4iAa3lGPcn20CPNPTWkyS58Vx7QWM0xMogfs+rBveImFbbRlSYiuxPfa2EDgFjZRIEM06vCfbHh0SSJEmS/XHtBQ3xiPdehuBcHtrYN4z8atNr3N871Sr/SZIkN4VrL2hJkiRJAiloSZIkyUWQgpYkSZJcBCloSZIkyUWQgpYkSZJcBCloSZIkyUWQgpYkSZJcBCloSZIkyUWQgpYkSZJcBCloSZIkyUWQgpYkSZJcBCloSZIkyUVwNoIW3+4seD3LIRYTPjUsZjzlDQFJkiTJNM5C0HiHGK9XefHFFzuvaGElfd7+HF/Hwss6ETm2qSvtEwer3hNmm3eikSZvUGabmyYv9fzss8/avRvYP/YOt0Pw7NmzZvV/8kK+psB5hJlT5kmSJMfk5IKGo+QFmTh3Pt1ZInLR4fObF3oiSogFL/hEEIeQMOKQCcfLQD/44IP26DikozTfeeedxs6x8EpTAshojPw4vG6Gt2hPFZV9gC2vvfZakyc2bORzCEbJvHeO97kRnjCnEOIkSZIhTi5ovAUagUEAcJwCJ//SSy/13jHGvnv37rW/Fk1YBKY2ZQkIiYsJ5xLmq6++avcMw5umfYQl8f3iiy/aPX0QWWxziCeG0ej0GFCWlJ8LGCJ/586d9lcZxNw7DYgaHQmuWZIkyblwckHD6ZccOiMhxC7y5ptvNiMMIUGrvVyT/QgJIiTYRxjfVwOnzbmeJqI0Fh7hiMdLeWX6b8j+fYIQkRafQnmpibtG0C7EKr8cpSVJck6cTNAYGXz00UeNY0Qs+P7ll1+2R1fOn3OGYKTFSKEkfMKnNAUOmfjZpoAdbhvfibM27VgTzFKanFsauR0C7MEuF0+mUdlXm7aV4JUEbUjQkyRJjs3Ogvb5558vHj9+vHj69Gm7ZxqMEnCicqY4Vk1hyWGyrwQPjvBwAlNlY0615pDnCFrk7bffbuKs3fvSlGYUPNJDgF1QZMtQPigXPQQzZasxJGi19LlvVio/9jEVmSRJci7sJGgPHz5c3L17d71dXV21R6YhZ+kOFuQwa4KGg+cYD1wgEEMjOTlsd8iwraBxn4/4hqbbaiJBeuyPjAkaEGfcyFPc2F+jJGiahqylrzAer67PNuWXJElyKHYSNJ52c0Hj9xxwltxrKoHD9Ef4azDdyLm1e0A4eY77lBoO+fvf//5sh4yQksexqVA5/NIIjXRdUODVV1+d9dTltpAGdnn6CBX7aoKm8uNTKH9DU71JkiTHZidBczHbRtBw8KUHQuQw42gDQfn44487T0NqBFFzyKV7aMC+OVNmpM29Pj1QwW938pFSmuS3JKLsGxM0yoJ7d1O2Gpri9alSCVrt0X0d92tRE+wkSZJTcrIpR5wiD0OUHkaoCRrTfOz3Jw5LgobgIThAXIwCo/MljE8bepgSPF3pTwciALU0AbHkSU2H0VkUOexD0OJ+h3g5PnWrIXH3ctUIzP/24KKo6+SChz2E8VHxWPklSZIcmp0EDXgo5NGjR4snT560e6ZRcq4OTj5O7RGGe2Yehuk6HK4cMs6YeH3kh5Pnj8EC5+z/o8IZE8bPcXgIBFFESLWxqgn3AEHhET1BGoRRGrpX5aMjkODWymHfxNEgf/j2USP3JbGTT8HUoueNYz5VrPznQyJJkpySnQVtW3D4OEEceglEqHSPhnAvv/xy4zx1H8xHTggIzjcuNUVcnPvuu+82U6MxDAJYmjLlPp4LmW84ciA89kQBZgSoURlx+yhH6H9oEr5DQzqUA/ll47unTZ48b8Bxyo/OA+LOZzxOmdOxSJIkORVHFzQEAgeIk3/jjTfavX0YybAsVE3w2F87ti1D9hwKRK90H/E6kostJ0lySo4uaEz1MZphZDD06Dvg6I81FYfQHltYNN3oo8XrCiO2oft3SZIkh+bogsZ9qtdff31Sb577Ykwv+pTYoWDK7BjpODwQEx8cua4wlXvs8kuSJHGOLmg4vTkjEs7FWV4a5OtSphqTJEnOgZM9FJIkSZIk+yQFLUmSJLkIUtCSJEmSiyAFLUmSJLkIUtCSJEmSiyAFLUmSJLkIrqWg5f+dkn0w5fVESZJcH85S0FhBg4V/Sw6HP0CnI0r2AUudXcIqLUmSrDg7QdPqICyCy4r2DqtqlBb4nQtLbmmB4U8++aTdOwxhWK6LMKUXfGIXf5TGScbjOE0W92XBZN4GwPHSCiGMPHnf25CTxd7akmGsPIKNiP7cJcPoQBCO7cMPP5w8CmbNzdqSV17Ovnq/QzrvvfdeMc/sox5gE5/xTQWCci1dE+LGNsqE8PH9dc+fP2+O+atzDo3yxEo5lPMUuDacz6Y3PCRJ0ufsBE3CgcPHEQocAft3BQeHaABOn7UlcZhDEMbf24ZjcQeNk2FVfYkAa1W6k9c7x7Rxrjtn8kZeWZGf49HxMmIl72wcLwkIYqpw2MG5U8Wf8+7fv9/+WjTrS469rBWBJh8sZUZacaFoygfHDdjDefF6DuWZ8mGJNI3GKXM6OCo30mPV/6Ey4RhrTHIu9nBe7AwQ7lgvKiXPlIPqCXV87JU72KtzdF1rHZokuemcnaDh4ErOiUa9a0PGseHUvGeMU2FfbURDmPhaFJwqjkXg2N02CZh6/vyW4NRGGYANhIvOXcj+WD7s9/eTAXGNOUvBecSrV8Lg4PmNAx4DW0qCJqERiA+/43kqq5hnypP96jiobOILYWtlQnx37tzpiDojfzowbgMi4e/TOyTUAR+Zkza218pZ19VHZZQLohjLMUmSMxQ0GnicVpHTGhKDqeDQfKRQc5Tim2++WXz7299ePHjwoN2zmuKSWOCMCO+CiJ3skzPlWEmkI7JlrqBhI/t50apgarI0rVkCIfMRJ9OmlNMUaoIW40T0o+hCTdBw9girRjNcH87zt2RDrUz0ole3gVEl+xzCY1utzPdJtFO21+qe6oPXLe2b0tlIkpvGzoLGG6sfP368ePr0abtnO+i9avoJwcFJypmpEUenuQ+YfhxzEHKE9+7da4QCOzUVVnLI0clyjPyxIYTuZJ1tBQ2Im2OU3aefftp8qvzmIIEu3ZMqURM0h7iIszQFWiq/CPlgtEUeI0NlEuG6lV5CyvUdC086U7YaHIt2lvY5dOw47oI2pbyS5Kayk6A9fPhwcffu3fV2dXXVHtkOOb7oGGjYOM1DwPTNlBd7alqOTfeGQA7GnU50VBxjFKBpLdIr5UeC5nE5Qw4Qp0+cHGeb+sCBQ3icPvmbKobYUrs2iD5TjZRxzZ5S+TmIDfFTfqWnW8dEQWjEVpq2HsoDkC4dhLgRJm5jnZVoJ/tqU8Ocy3HvbCmeXaffk+QS2UnQcH4uaPzeBTmvSM3h4HRxVGNbbfSF4ybeMeeN8+ChBKbRyCMORaJW6jGXnKynIacUp8+0v9b7HnLeTM+xn/wiIJxHeW4Dgks+p9xX0rXBthrkHUEizljWpfIrgVAwDRqv5RRBI01G1zURUB4OifLpdsr20sgTOJfjLvaKJ07LJ0myo6C5mO1D0HAqJSfMPYaaoNHYx7aSoDF1WHMkDvfDbt++3f5awWgDp8IxORjSEQgB+3RvBJHx0QXncjw6Ye2vOfea80YYY/kguJw7JDQ1cPxu/xASg7F05JyjqKj8ankWui8ZRzNTBI3R1NAUqvJwSGp2DtlemnIcqyNJcpM5qylH7m+UetE03n06HMSMEZfAcdR67zh1P1cg3jgXiZc7GDlpCSnfcapCx6NgTBW0+Jg5v+M+YEQz5UEazmMEI2THkEgIiYELGuLNI/Y+Nct5pThVFjHP/JWCONQRUN7jgyVjgsbLYf3a0omJo0TloQbnc/34G8HYVptyxE5sdztle63uUX9i2ai8plzXJLlp7OWhEJ6ue/LkSbtnO9QDj9NwoIbtTnNbcNYIJ6MsNjkzOQ2mFXFMPMkIpB2dKA6OfXKMjBp8ZMlowMMw3ab4AAeGDdEpbStopBcdMrYx9SjIK/81i85ccbrgIrTs07QWouJl4qj8/NroWrqgUT7si9dXDjrmmTgRWtmrOhCf3JT9JUFDvLg2utZspVkEbBubniWdKdsQ2OOzAsqTpnZL5Uw98tEl18avNZ0zwvgMQJLcVHYWtH3BE3A07pJTYN+tW7f20ivFSZJO3ORUZIc7EZwoToRjbDzo4E/sIYKIB/twRjhNP47j0rQXPXjO9V65jhOOtPnESbEfyD/pcw7HCc93j4P7XoxqmN7EBs5XeOAYYUtiSTzKEzYyMnLhIH+E9dEHAoCNKk/ZJxAYnDdxEj/n+IgU2whfyzOf/G8Me1SmpOGCPFQmhGF/3AjjULZ0OLwsDwW2kw+erOU6xft67MNGL2fVLfLDxnf2CUaghCkJepLcNM5G0NTTr4Fz3IfTwYGVtjFwsDhkRi0lYcVZ4Yg4p9RbJgz218K7HSWbtK90TDD6kY2lBzoQl9roT/axlUbJJaJN0S6Pc5s8kwfyQrkyeo0ojG9O6Tibw3VDlEvldQhIj/Kgvk8dVXEe15XNBV1QN0tTzkly0zi5oNGrpqEiZjT0Gs+ePWtGEcn20CkoOcSbDMIyNt147iD4GtkmyU3m5IJG75hVOJj2GQOHXOqpJ+MwTXXdHfe+YXFipvCus8gzevN7lUlykzm5oHHfgB7mVKfCTf68AT6fLLM+1CW/H3Udod3kqDtJVpzNPbQ5pHNO9kHWoyS5LK6loCVJkiRJJAUtSZIkuQhS0JIkSZKLIAUtSZIkuQhS0JIkSZKLIAUtSZIkuQjORtBqSw/xP6H842hyTvDn/tIbGJIkOS1nIWgsfcUqIP66EOAPoyzmuo8/jrKWIH/g/uijjyYtE4TT4lw++fO3b7IRm+MxNo+ftQNZ0ou4OFaC9RVZCR77SmseChanrf13ijSJg8V8j/VHW9nNYrtDdjusEzmWV9ZvZEkqXyDaUV7H0qUzVDvOfmwYsoNyZP1L0op1BvuGlmo7FCwBN2Z3hPMoS/IxNUySXEdOLmg0MK0Wzqc7jn0tSEycWjYLUWC5LX4PIXtKGzYhVKVjbKxsDxJknA9ixkgzvv6E3xzHNhaYRdS9DNiPLcRD3PyOYA+rXnAMx8UrRw79p2GW0cIu0qRDQpn6GwZKcB55JAxvByA/8foy8iEPlBfns+K+CzTnK13KLcbBfhz30NsFiJ/0ORebWXYt2s410KtbOMZ3FwOuPy9+PaZAYAdrn/LJRp2IQhtB1Fnei04C5xImlnmSXAonFzQco14L4ssQ4ShwInF19G3A2fvojzRxdkPOAMGT02bDSeIEiQsIi3PBQescNpyc4uVcX1CZPHq6fPKbV4CARNLfOoDNOF4cEsf47qhD4FO22H7IKTHSIk2fCuY3zrIGdt65c6dzjckn4SQKGpk5CD7CBiofXjMjECPEVPWE8kLEVF5R0CREDun7WqLkjzgVljInLtkhsHWsY7QvsJv24MKL2FKmQ1AH3W7qHHnzTkKSXAonFzScWskp4Mj2tZguYuSL0E4RtCgIhEXAFAcOk5crOjgORg1QEidgn5w2zhe7sA9qYQDnyrEoaKTJy0Ll0IH43ckfgpLdQwtMSxQ8b9jOPo0Yfv7zn3fECkjDX43CNdAImHRx8jH/oPKKgvavf/2r2e/CyjUlP4LyI14H+6MIMH1aSvsQIGTYLfEH5bH2uh91drwMdK1ylJZcIicTNHqX3FeiceHE4j0mHB/nHAKcVUk0nOikEN3aPTBAHOVogXPJWxRr9tXSJr8cRywjNUEjLja3F4fMuUOCvU8kVmNOErF3IeEemOf3L3/5S/NbU2kSfI2sI5zD+aV3gdUEjXLi+jNiV+eDkaZ3RFQ/CIugciyKGXAugjb1/XG7oGvq11nlHkeOolQGhGefOlVJcknsLGiff/754vHjx4unT5+2e6aBM1IPnU/vAavRRee9C8RNI6aHzzRMyUHVwCGMPWnJ6MQdr5ydTzkqX1HQyCejRpy3Tyk5ck6xTIYEzR3ZIXC7JQhz4FpQRn4tZDtbnKIUdBY06q455lp5AXWPESzH+dRIE3SN2K+4+eTt0rHOcC5lXxMUIAzxT91qqFz8OpM39tXKoDTtqvwda6o0SY7JToL28OHDxd27d9fb1dVVe2QaanDeSEGNruSMdoH4EAyc1ZzRH06Lh0lq4DB8dCZw9jhCoRFYFDSmhrANJ8P5JSc+JmiOOgr7Lr8IAk4apIe4zBkR6uGcmFdGeXQeiI88MFqLQqJ0EdFauiovd+aCe2SUmR4cYVN90KiPeB32lUaCxFPa72BracM239hXYxtBUxiPV20r1pkkuQR2EjScjQva0EMBJWhw8V6FoNGVpvi4b0W4sW1oelAOvzS1F+Exac4doubUcMSIFA+TYNNvfvObQWeCs9F0WASHR1g+HeJic0dHWqVzazAy8LIrbZxTm/oDRqjYHcWnBCJGPqMQcT300I1GNuRD+0qQd9L1e0tQKy/iJW0JKfUE8VIccvhTRtbAeWOCtg+4Btjg11l55FiJUhkoL7UwSXKd2UnQXMy2ETQcRMlZqdHVeqwcH9scBMwFju/EP+QohRxJDd14H5p2YkTAhl1+Lk6V+F0EKJNS3msOmjzE0YRsjk5+iFh+pU1gb7Qb4SbN2pSpIAziJzFDJJUn9sd8c5+NkRzpK10XVsTEy1TUyosRYPzrBPGSBoJKOoRz8dI+pkgjnDdlhEadm7LVUCeMeiSIl321dlI6rrwcQ4ST5NicbMqRhsX9k5IQqNHVGuoc1KhdbLXP7yMgLu6ghQSmhhxnyVac5/3799tfmylWCQ29e377/SelF0cvQw6a/Q7Oyp84JF+labltkYggLkJ2u33RQWMHZe5OmetPGK55adTGuezneCldiXccbdfKi/NLT89iv86lk8Bvh7i8vgA2cZ7bE5EIT91qqOPk9Ux59PL0Mlcb806G4vEHWWp1P0muGzsJGvBQyKNHjxZPnjxp90yj1EAdHMW+nnKk9+2iwSP5pO2jBH7HHricbKlnLtRzLuUDB0jagMNAVN1pEZbRlZwJn8RVGjnqsW0+sUsQhjQ8fWz2dHSvaF/liXj4tB028ACHiyjlTZoqd87h/iBlwLWlTNk4R9cBoYn3IilD5QUHTl49XewgXXfqUCsv0iIOd+h8dwFTOsQPhHE7hQSjVof3DTb6yIp67CIbyxwoU69PHPPrRFkSZspsRZKcOzsL2rbI4bizcXBipZ70NtBouY+FQ2DDCUYnhGMoOXwEp/TAh9CDHnKyDg6Q9PhbAk6kNM3DvldeeWU9dUie5UiBERgjOdmuzZ0r3xEK/qCNSMQpNe47kodS+tuCGJMn4qU8KT+3m/LAFpWLfpc2h+vOH5/JI/l2YQbEVGVA+nz6FKTKXOH1nXIU1D3KSyMxtnh/kPN1DvkjTAQh5Np7vg8J6WArD81Q3tg2VObAcc6lLAhH+Hhc1zBJrjtHFzQcB40IR4XI1GAEh2OrCd42ENc+45vKlDQPbRsC7j33fXEIuxXfULz7SHdKHEPHEXUfIV1nDrmyTJIci6MLGlM56hl7r7kEzuJY0zmXDg4rjkKS7UHoGNXofuh1hlFtHAknyXXk6ILGtBoPSkzpEXJfhKkSn1ZJ5sODAkN/2k3mgwDscwr3lDBVnW0suQSOLmg0HL//MwbnavHeJDkHmDW4lKnGJLkkTvZQSJIkSZLskxS0JEmS5CJIQUuSJEkughS0JEmS5CJIQUuSJEkughS0JEmS5CK4loKW/5lJ9kH+0TxJLouzFDRWYWDNvpLDYd25dETJPmDptTn/iUyS5Lw5O0FjdZCXX365WUg1vuiSRXfjIrE4JM5lUVb+gD22FBHnswAwb0xmBQ0WF44rPhCH4oyLBUe0WG4N0ovHiY+VJrTQbHzFCbCPJcKwYV+r5I+BXe+9997o+oaCvE+1kbzGfHo5Ux61cuadaKX4FV4L79bEiTUXWZkGW70z9Pz588auuFL/IVF9xZ6pq7dQzpzPxvckScqcnaCxviNOBvHC0YmSMODQWMlejpAeNyI45KBwqqyQri06NOJkn+JkVQh/3YZDONamjHYJhEErwrtI4FgRU/bplR84XYHT8pUoENx9vXmghFaWZ8OWKYKGvd4RwNnWbORc4nVBo5x9WbNYzlxvrr9simsNUvaUKwLFd8qL83ztT+ImPPkjT9hL2TvHXMKKPPnrgqjj0Z4ItuscwpHnsTVQk+SmcnaChgOKzgto1LEh44hwYvTgQa9yGWrwOFWcH58l4SPt2HPGiZQWScaJ61UnJYhLrzCRSJAuousjTUakCKPO4Xx/xQeQr0MjsR8TNI4jPnLMQFmWXkGCcH3ve99r4nVBo2x03USpnEmLsLFOIJK8g00jLmyJnQuuswsG09VsDuF4p1mpLuwb7PFX+5A2eauNLMk7ZeqjMuo2ojh2jZLkJnJ2gkYDj9Mqcmo4RweHgKjJsUrgag4CcKolwRTvv/9+4yhdUBDZeN8OG3GqOFB3ogIbGLGQFsflgIgXG/1VLpzDPr10kvejPXjwYJ0v0saJHZqpgvbNN98s/u///q9jIyNOH1ELRs2UFfG6oFHOvPDTy5k8xnLWtY/XTCNbf0Mz5cw+oK7wPdalCPEjzm7boYj5UN58dO4g7hx3kde+oTqeJDeVnQWNN1Y/fvx48fTp03bPdtB71fQSjhHnJGepRjzkaHGECBHxDIHj4hz13uM7wnCE9NhJj5EaTpsXZDr05vUut5KgYSfHOS8KWglGDaQp6IWTPiM50qY84ojtEEwVNNA0ImVes5FzEBRdPxcNypkR1VA5g5x+FLQSPkJTXn75y182I2ndl1WdctTxGAI7pmw1OBbzUdrnqCPggqZ8eVkmSbJiJ0F7+PDh4u7du+vt6uqqPbIdmjKMjoGGHUXDQZwkLLGHH8E50CPXFBOiFkVQDpgNUYmOGgep0aLSdXBQcjh853jN2WnEFnvphJMNCF7JEe8bOcshx+xQbrIxigXlQzlBSdDAyzmO1sSY0xeIIedp5KLy8ylHvvtvoWtUgzqFYMdN19632ktUldeYj2ijozz4aEzx5H20JOmzk6AxonJB4/cu0FPGKUTGHI5AFOilz5mO4V4WDkLTfTgv0sK5MnLgmMeJuLr4yJEJzvP7JLK9JBIIAI48PpSATYgYNvCJDZTtVFHD6TEVN7SVymiOoOFQeapUzp5wfn9KI1QoCZrKGVtK5SymCBpxMV3pT0Jq+tmnHLUv3i+bWr92QWXr+VDeYodKcC7HKT+heDxfSZKs2EnQXMz2IWg4ldKTcgjIFIeDM6Sx13q8gAPFAQo5W4kUzsUdI6KCo5VdTF0RRqJBntn4juDwEAiCxG82Ri5+3OFYfBwdJ8eDAO50NfqY6sRk39A2JGjR4Uc4zsMwnh8e8CAsHQPspBxJh3zrfhef6jhwjfzBmFjOYkzQsIG6EfPD9SQcNoiSQMAxBK2Wj6G8UY7RXr6zzzsHSZKsOKspR+4jlaZSaLwlh8PIgClBOVYcLY19yDlxnHAi9nhxqhH+s6Y4cT6+IT5sfEcoh45rmhJw+J5XHDn2Yw+iGEH8fGR4CFQW0eFHajZSroTluJcBU4/Ey6cEnN8RhDt2RoYErSRmurepzo3nhTjYF6c22T9UZ0iHvPEXkbGtNuWojornQ3mrTR8qD5Sn0DXyupQkyYqdBA14KOTRo0eLJ0+etHu2gwZKQ1UP3lHDxgE43AtDgCRo6r36FB7TYP4YPiMLRg0CB+OPbRNnHDURX01McIRDzrB0nDRJh09s45OHKwA7PE+CkaEcNwKL83RHvg9qgoZQkx7pAuninKON5KnkaHVdPF7O9REaMFUby3lI0BA/NspQmwstNnp8xE+6EToTpZkBBzumbEPQifHpRdVr1b1YzkAevD6SH69Pqgs+65AkN5WdBW1f6F5WySmw79atWz1niUPAgdHgadjcj/LGjsNFHPzeju5PEQbngJi5o5WzxoEifDhJ9fodetU4EuJnowfvAsP30nFGB+Qzbu5oiZvf2Iht2Ou9eE3vlZz8NpAOtnIfiniZIvX8yGYffSDylDXlyYawlEYaCAXxKV4JR6mc9RAJcM2JX2GxDZuUhsogbi4Y2E046gajP9LzawSkQ1mXbN831Efyg+3kmfrq6bKPPHg5ex7Y+O4jTMqPML4vSW4qZyNoNMw4knHiFJ2gd8t0IU4gOqsaCCNxEU69Y0dxInhjceIQtUVqx3y/b45sZCuNejjfR6K7Em1hG2PMRvC4Yrxj107n+yZKx9gijFy4jthYutbq9JSOHQLSwxbq+9RRlfLAFkfFSZJsOLmg0eumoSJmNPQaz549K963uakwKhoqr2QaCMvYdGOSJNeDkwsavWP+VFu6txFhlBbv79xE6KX7NGqyHSxOzBRejnqS5DI4uaBx34App6lOhXs1eQN8JWrJblCX8t5TklwOZ3MPbQ4paMk+yHqUJJfFtRS0JEmSJImkoCVJkiQXwGLx/65me3pH7kB2AAAAAElFTkSuQmCC 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

Implicit < 0 to guess zero regions

x y f x 2 ^ y + 11 - ( 2 ^ x y 2 ^ + 7 - ( 2 ^ + : 181.616521 1 <p> N the metric H [cols/rows values] </p> x/y 0.2800 - 0.2798 - 0.2795 - 0.2793 - 0.2790 - 0.2788 - 0.2785 - 0.2783 - 0.2780 - 0.2778 - 0.2775 - 0.2773 - 0.2770 - 0.2768 - 0.2765 - 0.2763 - 0.2760 - 0.2758 - 0.2755 - 0.2753 - 0.2750 - 0.2748 - 0.2745 - 0.2743 - 0.2740 - 0.2738 - 0.2735 - 0.2733 - 0.2730 - 0.2728 - 0.2725 - 0.2723 - 0.2720 - 0.2718 - 0.2715 - 0.2713 - 0.2710 - 0.2708 - 0.2705 - 0.2703 - 0.2700 - 0.2698 - 0.2695 - 0.2693 - 0.2690 - 0.2688 - 0.2685 - 0.2683 - 0.2680 - 0.2678 - 0.2675 - 0.2673 - 0.2670 - 0.2668 - 0.2665 - 0.2663 - 0.2660 - 0.2658 - 0.2655 - 0.2653 - 0.2650 - 0.2648 - 0.2645 - 0.2643 - 0.2640 - 0.2638 - 0.2635 - 0.2633 - 0.2630 - 0.2628 - 0.2625 - 0.2623 - 0.2620 - 0.2618 - 0.2615 - 0.2613 - 0.2610 - 0.2608 - 0.2605 - 0.2603 - 0.9500 - 181.6074 181.6077 181.6080 181.6083 181.6086 181.6088 181.6091 181.6094 181.6096 181.6099 181.6101 181.6104 181.6106 181.6108 181.6111 181.6113 181.6115 181.6117 181.6119 181.6121 181.6123 181.6124 181.6126 181.6128 181.6129 181.6131 181.6132 181.6133 181.6135 181.6136 181.6137 181.6138 181.6139 181.6140 181.6141 181.6142 181.6143 181.6144 181.6144 181.6145 181.6145 181.6146 181.6146 181.6146 181.6147 181.6147 181.6147 181.6147 181.6147 181.6147 181.6147 181.6147 181.6146 181.6146 181.6146 181.6145 181.6144 181.6144 181.6143 181.6142 181.6142 181.6141 181.6140 181.6139 181.6138 181.6137 181.6135 181.6134 181.6133 181.6131 181.6130 181.6128 181.6127 181.6125 181.6123 181.6121 181.6120 181.6118 181.6116 181.6113 0.9494 - 181.6075 181.6078 181.6081 181.6084 181.6087 181.6090 181.6093 181.6095 181.6098 181.6100 181.6103 181.6105 181.6107 181.6110 181.6112 181.6114 181.6116 181.6118 181.6120 181.6122 181.6124 181.6125 181.6127 181.6129 181.6130 181.6132 181.6133 181.6135 181.6136 181.6137 181.6138 181.6139 181.6140 181.6141 181.6142 181.6143 181.6144 181.6145 181.6145 181.6146 181.6146 181.6147 181.6147 181.6147 181.6148 181.6148 181.6148 181.6148 181.6148 181.6148 181.6148 181.6148 181.6147 181.6147 181.6146 181.6146 181.6145 181.6145 181.6144 181.6143 181.6143 181.6142 181.6141 181.6140 181.6139 181.6137 181.6136 181.6135 181.6134 181.6132 181.6131 181.6129 181.6127 181.6126 181.6124 181.6122 181.6120 181.6118 181.6116 181.6114 0.9488 - 181.6077 181.6080 181.6083 181.6085 181.6088 181.6091 181.6094 181.6096 181.6099 181.6101 181.6104 181.6106 181.6109 181.6111 181.6113 181.6115 181.6117 181.6119 181.6121 181.6123 181.6125 181.6127 181.6128 181.6130 181.6131 181.6133 181.6134 181.6136 181.6137 181.6138 181.6139 181.6140 181.6141 181.6142 181.6143 181.6144 181.6145 181.6146 181.6146 181.6147 181.6147 181.6148 181.6148 181.6148 181.6149 181.6149 181.6149 181.6149 181.6149 181.6149 181.6149 181.6148 181.6148 181.6148 181.6147 181.6147 181.6146 181.6146 181.6145 181.6144 181.6143 181.6142 181.6142 181.6141 181.6139 181.6138 181.6137 181.6136 181.6134 181.6133 181.6131 181.6130 181.6128 181.6127 181.6125 181.6123 181.6121 181.6119 181.6117 181.6115 0.9481 - 181.6078 181.6081 181.6084 181.6087 181.6090 181.6092 181.6095 181.6098 181.6100 181.6103 181.6105 181.6108 181.6110 181.6112 181.6114 181.6116 181.6118 181.6120 181.6122 181.6124 181.6126 181.6128 181.6129 181.6131 181.6133 181.6134 181.6135 181.6137 181.6138 181.6139 181.6140 181.6141 181.6143 181.6143 181.6144 181.6145 181.6146 181.6147 181.6147 181.6148 181.6148 181.6149 181.6149 181.6149 181.6150 181.6150 181.6150 181.6150 181.6150 181.6150 181.6150 181.6149 181.6149 181.6149 181.6148 181.6148 181.6147 181.6147 181.6146 181.6145 181.6144 181.6143 181.6142 181.6141 181.6140 181.6139 181.6138 181.6136 181.6135 181.6134 181.6132 181.6131 181.6129 181.6127 181.6125 181.6124 181.6122 181.6120 181.6118 181.6116 0.9475 - 181.6079 181.6082 181.6085 181.6088 181.6091 181.6094 181.6096 181.6099 181.6101 181.6104 181.6106 181.6109 181.6111 181.6113 181.6115 181.6118 181.6120 181.6122 181.6123 181.6125 181.6127 181.6129 181.6131 181.6132 181.6134 181.6135 181.6136 181.6138 181.6139 181.6140 181.6141 181.6143 181.6144 181.6144 181.6145 181.6146 181.6147 181.6148 181.6148 181.6149 181.6149 181.6150 181.6150 181.6150 181.6151 181.6151 181.6151 181.6151 181.6151 181.6151 181.6150 181.6150 181.6150 181.6150 181.6149 181.6149 181.6148 181.6147 181.6147 181.6146 181.6145 181.6144 181.6143 181.6142 181.6141 181.6140 181.6139 181.6137 181.6136 181.6134 181.6133 181.6131 181.6130 181.6128 181.6126 181.6124 181.6122 181.6120 181.6118 181.6116 0.9469 - 181.6080 181.6083 181.6086 181.6089 181.6092 181.6095 181.6097 181.6100 181.6103 181.6105 181.6107 181.6110 181.6112 181.6114 181.6117 181.6119 181.6121 181.6123 181.6125 181.6126 181.6128 181.6130 181.6132 181.6133 181.6135 181.6136 181.6138 181.6139 181.6140 181.6141 181.6142 181.6144 181.6145 181.6145 181.6146 181.6147 181.6148 181.6149 181.6149 181.6150 181.6150 181.6151 181.6151 181.6151 181.6151 181.6152 181.6152 181.6152 181.6152 181.6151 181.6151 181.6151 181.6151 181.6150 181.6150 181.6149 181.6149 181.6148 181.6147 181.6147 181.6146 181.6145 181.6144 181.6143 181.6142 181.6141 181.6139 181.6138 181.6137 181.6135 181.6134 181.6132 181.6130 181.6129 181.6127 181.6125 181.6123 181.6121 181.6119 181.6117 0.9463 - 181.6082 181.6085 181.6087 181.6090 181.6093 181.6096 181.6099 181.6101 181.6104 181.6106 181.6109 181.6111 181.6113 181.6115 181.6118 181.6120 181.6122 181.6124 181.6126 181.6127 181.6129 181.6131 181.6133 181.6134 181.6136 181.6137 181.6139 181.6140 181.6141 181.6142 181.6143 181.6144 181.6145 181.6146 181.6147 181.6148 181.6149 181.6149 181.6150 181.6151 181.6151 181.6151 181.6152 181.6152 181.6152 181.6152 181.6152 181.6152 181.6152 181.6152 181.6152 181.6152 181.6152 181.6151 181.6151 181.6150 181.6150 181.6149 181.6148 181.6147 181.6147 181.6146 181.6145 181.6144 181.6142 181.6141 181.6140 181.6139 181.6137 181.6136 181.6134 181.6133 181.6131 181.6129 181.6127 181.6126 181.6124 181.6122 181.6120 181.6117 0.9456 - 181.6083 181.6086 181.6089 181.6091 181.6094 181.6097 181.6100 181.6102 181.6105 181.6107 181.6110 181.6112 181.6114 181.6117 181.6119 181.6121 181.6123 181.6125 181.6127 181.6128 181.6130 181.6132 181.6134 181.6135 181.6137 181.6138 181.6139 181.6141 181.6142 181.6143 181.6144 181.6145 181.6146 181.6147 181.6148 181.6149 181.6150 181.6150 181.6151 181.6151 181.6152 181.6152 181.6153 181.6153 181.6153 181.6153 181.6153 181.6153 181.6153 181.6153 181.6153 181.6153 181.6152 181.6152 181.6151 181.6151 181.6150 181.6150 181.6149 181.6148 181.6147 181.6146 181.6145 181.6144 181.6143 181.6142 181.6141 181.6139 181.6138 181.6136 181.6135 181.6133 181.6132 181.6130 181.6128 181.6126 181.6124 181.6122 181.6120 181.6118 0.9450 - 181.6084 181.6087 181.6090 181.6093 181.6095 181.6098 181.6101 181.6103 181.6106 181.6108 181.6111 181.6113 181.6115 181.6118 181.6120 181.6122 181.6124 181.6126 181.6128 181.6129 181.6131 181.6133 181.6135 181.6136 181.6138 181.6139 181.6140 181.6142 181.6143 181.6144 181.6145 181.6146 181.6147 181.6148 181.6149 181.6150 181.6151 181.6151 181.6152 181.6152 181.6153 181.6153 181.6153 181.6154 181.6154 181.6154 181.6154 181.6154 181.6154 181.6154 181.6154 181.6153 181.6153 181.6153 181.6152 181.6152 181.6151 181.6150 181.6150 181.6149 181.6148 181.6147 181.6146 181.6145 181.6144 181.6143 181.6141 181.6140 181.6139 181.6137 181.6136 181.6134 181.6132 181.6130 181.6129 181.6127 181.6125 181.6123 181.6121 181.6119 0.9444 - 181.6085 181.6088 181.6091 181.6094 181.6096 181.6099 181.6102 181.6104 181.6107 181.6109 181.6112 181.6114 181.6116 181.6119 181.6121 181.6123 181.6125 181.6127 181.6129 181.6130 181.6132 181.6134 181.6136 181.6137 181.6139 181.6140 181.6141 181.6143 181.6144 181.6145 181.6146 181.6147 181.6148 181.6149 181.6150 181.6151 181.6151 181.6152 181.6153 181.6153 181.6154 181.6154 181.6154 181.6155 181.6155 181.6155 181.6155 181.6155 181.6155 181.6155 181.6154 181.6154 181.6154 181.6153 181.6153 181.6152 181.6152 181.6151 181.6150 181.6149 181.6149 181.6148 181.6147 181.6146 181.6144 181.6143 181.6142 181.6141 181.6139 181.6138 181.6136 181.6135 181.6133 181.6131 181.6129 181.6127 181.6125 181.6123 181.6121 181.6119 0.9438 - 181.6086 181.6089 181.6092 181.6095 181.6098 181.6100 181.6103 181.6105 181.6108 181.6110 181.6113 181.6115 181.6117 181.6120 181.6122 181.6124 181.6126 181.6128 181.6130 181.6131 181.6133 181.6135 181.6136 181.6138 181.6139 181.6141 181.6142 181.6144 181.6145 181.6146 181.6147 181.6148 181.6149 181.6150 181.6151 181.6151 181.6152 181.6153 181.6153 181.6154 181.6154 181.6155 181.6155 181.6155 181.6155 181.6156 181.6156 181.6156 181.6155 181.6155 181.6155 181.6155 181.6154 181.6154 181.6154 181.6153 181.6152 181.6152 181.6151 181.6150 181.6149 181.6148 181.6147 181.6146 181.6145 181.6144 181.6143 181.6141 181.6140 181.6138 181.6137 181.6135 181.6133 181.6132 181.6130 181.6128 181.6126 181.6124 181.6122 181.6120 0.9431 - 181.6087 181.6090 181.6093 181.6096 181.6099 181.6101 181.6104 181.6106 181.6109 181.6111 181.6114 181.6116 181.6118 181.6121 181.6123 181.6125 181.6127 181.6129 181.6131 181.6132 181.6134 181.6136 181.6137 181.6139 181.6140 181.6142 181.6143 181.6144 181.6146 181.6147 181.6148 181.6149 181.6150 181.6151 181.6152 181.6152 181.6153 181.6154 181.6154 181.6155 181.6155 181.6155 181.6156 181.6156 181.6156 181.6156 181.6156 181.6156 181.6156 181.6156 181.6156 181.6155 181.6155 181.6155 181.6154 181.6154 181.6153 181.6152 181.6152 181.6151 181.6150 181.6149 181.6148 181.6147 181.6146 181.6144 181.6143 181.6142 181.6140 181.6139 181.6137 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 181.6122 181.6120 0.9425 - 181.6088 181.6091 181.6094 181.6097 181.6100 181.6102 181.6105 181.6107 181.6110 181.6112 181.6115 181.6117 181.6119 181.6121 181.6124 181.6126 181.6128 181.6130 181.6131 181.6133 181.6135 181.6137 181.6138 181.6140 181.6141 181.6143 181.6144 181.6145 181.6146 181.6148 181.6149 181.6150 181.6151 181.6151 181.6152 181.6153 181.6154 181.6154 181.6155 181.6155 181.6156 181.6156 181.6156 181.6157 181.6157 181.6157 181.6157 181.6157 181.6157 181.6157 181.6156 181.6156 181.6156 181.6155 181.6155 181.6154 181.6154 181.6153 181.6152 181.6151 181.6150 181.6149 181.6148 181.6147 181.6146 181.6145 181.6144 181.6142 181.6141 181.6139 181.6138 181.6136 181.6134 181.6133 181.6131 181.6129 181.6127 181.6125 181.6123 181.6121 0.9419 - 181.6089 181.6092 181.6095 181.6098 181.6101 181.6103 181.6106 181.6108 181.6111 181.6113 181.6116 181.6118 181.6120 181.6122 181.6124 181.6127 181.6129 181.6130 181.6132 181.6134 181.6136 181.6137 181.6139 181.6141 181.6142 181.6143 181.6145 181.6146 181.6147 181.6148 181.6149 181.6150 181.6151 181.6152 181.6153 181.6154 181.6154 181.6155 181.6156 181.6156 181.6157 181.6157 181.6157 181.6157 181.6158 181.6158 181.6158 181.6158 181.6157 181.6157 181.6157 181.6157 181.6156 181.6156 181.6155 181.6155 181.6154 181.6153 181.6153 181.6152 181.6151 181.6150 181.6149 181.6148 181.6147 181.6145 181.6144 181.6143 181.6141 181.6140 181.6138 181.6137 181.6135 181.6133 181.6131 181.6129 181.6127 181.6125 181.6123 181.6121 0.9413 - 181.6090 181.6093 181.6096 181.6099 181.6101 181.6104 181.6107 181.6109 181.6112 181.6114 181.6117 181.6119 181.6121 181.6123 181.6125 181.6127 181.6129 181.6131 181.6133 181.6135 181.6137 181.6138 181.6140 181.6141 181.6143 181.6144 181.6146 181.6147 181.6148 181.6149 181.6150 181.6151 181.6152 181.6153 181.6154 181.6154 181.6155 181.6156 181.6156 181.6157 181.6157 181.6158 181.6158 181.6158 181.6158 181.6158 181.6158 181.6158 181.6158 181.6158 181.6158 181.6157 181.6157 181.6157 181.6156 181.6155 181.6155 181.6154 181.6153 181.6152 181.6151 181.6151 181.6149 181.6148 181.6147 181.6146 181.6145 181.6143 181.6142 181.6140 181.6139 181.6137 181.6135 181.6133 181.6132 181.6130 181.6128 181.6126 181.6124 181.6121 0.9406 - 181.6091 181.6094 181.6097 181.6100 181.6102 181.6105 181.6108 181.6110 181.6113 181.6115 181.6117 181.6120 181.6122 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6137 181.6139 181.6141 181.6142 181.6144 181.6145 181.6146 181.6148 181.6149 181.6150 181.6151 181.6152 181.6153 181.6154 181.6154 181.6155 181.6156 181.6156 181.6157 181.6157 181.6158 181.6158 181.6158 181.6159 181.6159 181.6159 181.6159 181.6159 181.6159 181.6158 181.6158 181.6158 181.6158 181.6157 181.6157 181.6156 181.6155 181.6155 181.6154 181.6153 181.6152 181.6151 181.6150 181.6149 181.6148 181.6146 181.6145 181.6144 181.6142 181.6141 181.6139 181.6137 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 181.6122 0.9400 - 181.6092 181.6095 181.6098 181.6101 181.6103 181.6106 181.6109 181.6111 181.6114 181.6116 181.6118 181.6121 181.6123 181.6125 181.6127 181.6129 181.6131 181.6133 181.6135 181.6136 181.6138 181.6140 181.6141 181.6143 181.6144 181.6146 181.6147 181.6148 181.6149 181.6151 181.6152 181.6153 181.6153 181.6154 181.6155 181.6156 181.6156 181.6157 181.6158 181.6158 181.6158 181.6159 181.6159 181.6159 181.6159 181.6159 181.6159 181.6159 181.6159 181.6159 181.6159 181.6158 181.6158 181.6158 181.6157 181.6156 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6150 181.6149 181.6148 181.6147 181.6145 181.6144 181.6143 181.6141 181.6139 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 181.6122 0.9394 - 181.6093 181.6096 181.6099 181.6101 181.6104 181.6107 181.6109 181.6112 181.6114 181.6117 181.6119 181.6121 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6135 181.6137 181.6139 181.6141 181.6142 181.6144 181.6145 181.6146 181.6148 181.6149 181.6150 181.6151 181.6152 181.6153 181.6154 181.6155 181.6156 181.6156 181.6157 181.6158 181.6158 181.6159 181.6159 181.6159 181.6160 181.6160 181.6160 181.6160 181.6160 181.6160 181.6160 181.6160 181.6159 181.6159 181.6159 181.6158 181.6158 181.6157 181.6156 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6150 181.6148 181.6147 181.6146 181.6144 181.6143 181.6141 181.6140 181.6138 181.6136 181.6135 181.6133 181.6131 181.6129 181.6127 181.6124 181.6122 0.9388 - 181.6094 181.6097 181.6099 181.6102 181.6105 181.6108 181.6110 181.6113 181.6115 181.6118 181.6120 181.6122 181.6124 181.6126 181.6129 181.6131 181.6132 181.6134 181.6136 181.6138 181.6140 181.6141 181.6143 181.6144 181.6146 181.6147 181.6148 181.6150 181.6151 181.6152 181.6153 181.6154 181.6155 181.6156 181.6156 181.6157 181.6158 181.6158 181.6159 181.6159 181.6160 181.6160 181.6160 181.6160 181.6160 181.6161 181.6160 181.6160 181.6160 181.6160 181.6160 181.6159 181.6159 181.6159 181.6158 181.6157 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6150 181.6149 181.6148 181.6146 181.6145 181.6143 181.6142 181.6140 181.6138 181.6137 181.6135 181.6133 181.6131 181.6129 181.6127 181.6125 181.6123 0.9381 - 181.6095 181.6097 181.6100 181.6103 181.6106 181.6108 181.6111 181.6113 181.6116 181.6118 181.6121 181.6123 181.6125 181.6127 181.6129 181.6131 181.6133 181.6135 181.6137 181.6139 181.6140 181.6142 181.6143 181.6145 181.6146 181.6148 181.6149 181.6150 181.6151 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6158 181.6159 181.6159 181.6160 181.6160 181.6160 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6160 181.6160 181.6159 181.6159 181.6158 181.6158 181.6157 181.6156 181.6156 181.6155 181.6154 181.6153 181.6152 181.6150 181.6149 181.6148 181.6147 181.6145 181.6144 181.6142 181.6140 181.6139 181.6137 181.6135 181.6133 181.6131 181.6129 181.6127 181.6125 181.6123 0.9375 - 181.6095 181.6098 181.6101 181.6104 181.6107 181.6109 181.6112 181.6114 181.6117 181.6119 181.6121 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6139 181.6141 181.6143 181.6144 181.6146 181.6147 181.6148 181.6150 181.6151 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6157 181.6158 181.6159 181.6159 181.6160 181.6160 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6160 181.6160 181.6159 181.6159 181.6158 181.6157 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6150 181.6148 181.6147 181.6145 181.6144 181.6142 181.6141 181.6139 181.6137 181.6135 181.6134 181.6132 181.6130 181.6127 181.6125 181.6123 0.9369 - 181.6096 181.6099 181.6102 181.6105 181.6107 181.6110 181.6112 181.6115 181.6117 181.6120 181.6122 181.6124 181.6126 181.6129 181.6131 181.6133 181.6135 181.6136 181.6138 181.6140 181.6142 181.6143 181.6145 181.6146 181.6148 181.6149 181.6150 181.6151 181.6153 181.6154 181.6155 181.6156 181.6156 181.6157 181.6158 181.6159 181.6159 181.6160 181.6160 181.6161 181.6161 181.6161 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6161 181.6161 181.6161 181.6160 181.6160 181.6159 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6150 181.6149 181.6147 181.6146 181.6144 181.6143 181.6141 181.6139 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6125 181.6123 0.9363 - 181.6097 181.6100 181.6103 181.6105 181.6108 181.6111 181.6113 181.6116 181.6118 181.6120 181.6123 181.6125 181.6127 181.6129 181.6131 181.6133 181.6135 181.6137 181.6139 181.6141 181.6142 181.6144 181.6145 181.6147 181.6148 181.6149 181.6151 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6158 181.6159 181.6160 181.6160 181.6161 181.6161 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6161 181.6161 181.6161 181.6160 181.6160 181.6159 181.6158 181.6157 181.6157 181.6156 181.6155 181.6154 181.6153 181.6151 181.6150 181.6149 181.6147 181.6146 181.6144 181.6143 181.6141 181.6139 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6123 0.9356 - 181.6098 181.6100 181.6103 181.6106 181.6109 181.6111 181.6114 181.6116 181.6119 181.6121 181.6123 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6139 181.6141 181.6143 181.6144 181.6146 181.6147 181.6149 181.6150 181.6151 181.6152 181.6154 181.6155 181.6156 181.6157 181.6157 181.6158 181.6159 181.6160 181.6160 181.6161 181.6161 181.6162 181.6162 181.6162 181.6162 181.6163 181.6163 181.6163 181.6163 181.6163 181.6162 181.6162 181.6162 181.6161 181.6161 181.6160 181.6160 181.6159 181.6158 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6150 181.6149 181.6148 181.6146 181.6145 181.6143 181.6141 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6123 0.9350 - 181.6098 181.6101 181.6104 181.6107 181.6109 181.6112 181.6115 181.6117 181.6119 181.6122 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6142 181.6143 181.6145 181.6146 181.6148 181.6149 181.6150 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6159 181.6160 181.6161 181.6161 181.6162 181.6162 181.6162 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6162 181.6162 181.6162 181.6161 181.6161 181.6160 181.6159 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6149 181.6148 181.6146 181.6145 181.6143 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 0.9344 - 181.6099 181.6102 181.6105 181.6107 181.6110 181.6113 181.6115 181.6118 181.6120 181.6122 181.6125 181.6127 181.6129 181.6131 181.6133 181.6135 181.6137 181.6139 181.6140 181.6142 181.6144 181.6145 181.6147 181.6148 181.6150 181.6151 181.6152 181.6153 181.6154 181.6156 181.6157 181.6157 181.6158 181.6159 181.6160 181.6160 181.6161 181.6162 181.6162 181.6162 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6162 181.6162 181.6162 181.6161 181.6160 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6149 181.6148 181.6147 181.6145 181.6143 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 0.9338 - 181.6100 181.6102 181.6105 181.6108 181.6111 181.6113 181.6116 181.6118 181.6121 181.6123 181.6125 181.6127 181.6129 181.6132 181.6134 181.6136 181.6137 181.6139 181.6141 181.6143 181.6144 181.6146 181.6147 181.6149 181.6150 181.6151 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6159 181.6160 181.6161 181.6161 181.6162 181.6162 181.6163 181.6163 181.6163 181.6164 181.6164 181.6164 181.6164 181.6164 181.6163 181.6163 181.6163 181.6163 181.6162 181.6162 181.6161 181.6161 181.6160 181.6159 181.6158 181.6158 181.6157 181.6156 181.6154 181.6153 181.6152 181.6151 181.6150 181.6148 181.6147 181.6145 181.6143 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 0.9331 - 181.6100 181.6103 181.6106 181.6109 181.6111 181.6114 181.6116 181.6119 181.6121 181.6123 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6141 181.6143 181.6145 181.6146 181.6148 181.6149 181.6151 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6161 181.6161 181.6162 181.6162 181.6163 181.6163 181.6163 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6163 181.6163 181.6163 181.6162 181.6162 181.6161 181.6161 181.6160 181.6159 181.6159 181.6158 181.6157 181.6156 181.6155 181.6153 181.6152 181.6151 181.6150 181.6148 181.6147 181.6145 181.6144 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 0.9325 - 181.6101 181.6104 181.6106 181.6109 181.6112 181.6114 181.6117 181.6119 181.6122 181.6124 181.6126 181.6128 181.6131 181.6133 181.6135 181.6136 181.6138 181.6140 181.6142 181.6144 181.6145 181.6147 181.6148 181.6150 181.6151 181.6152 181.6153 181.6155 181.6156 181.6157 181.6158 181.6159 181.6159 181.6160 181.6161 181.6161 181.6162 181.6163 181.6163 181.6163 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6163 181.6163 181.6163 181.6162 181.6162 181.6161 181.6160 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6152 181.6151 181.6150 181.6148 181.6147 181.6145 181.6144 181.6142 181.6140 181.6138 181.6136 181.6135 181.6132 181.6130 181.6128 181.6126 181.6124 0.9319 - 181.6101 181.6104 181.6107 181.6110 181.6112 181.6115 181.6117 181.6120 181.6122 181.6124 181.6127 181.6129 181.6131 181.6133 181.6135 181.6137 181.6139 181.6141 181.6142 181.6144 181.6146 181.6147 181.6149 181.6150 181.6151 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6160 181.6161 181.6162 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6162 181.6161 181.6160 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6152 181.6151 181.6150 181.6148 181.6147 181.6145 181.6144 181.6142 181.6140 181.6138 181.6136 181.6135 181.6132 181.6130 181.6128 181.6126 181.6124 0.9313 - 181.6102 181.6105 181.6107 181.6110 181.6113 181.6115 181.6118 181.6120 181.6123 181.6125 181.6127 181.6129 181.6131 181.6133 181.6135 181.6137 181.6139 181.6141 181.6143 181.6144 181.6146 181.6147 181.6149 181.6150 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6161 181.6161 181.6162 181.6163 181.6163 181.6163 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6162 181.6161 181.6161 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6151 181.6150 181.6148 181.6147 181.6145 181.6144 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 0.9306 - 181.6102 181.6105 181.6108 181.6111 181.6113 181.6116 181.6118 181.6121 181.6123 181.6125 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6141 181.6143 181.6145 181.6146 181.6148 181.6149 181.6151 181.6152 181.6153 181.6154 181.6156 181.6157 181.6158 181.6159 181.6159 181.6160 181.6161 181.6162 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6161 181.6161 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6151 181.6150 181.6148 181.6147 181.6145 181.6144 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 0.9300 - 181.6103 181.6106 181.6108 181.6111 181.6114 181.6116 181.6119 181.6121 181.6123 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6142 181.6143 181.6145 181.6147 181.6148 181.6150 181.6151 181.6152 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6160 181.6161 181.6162 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6161 181.6161 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6151 181.6150 181.6148 181.6147 181.6145 181.6144 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6123 0.9294 - 181.6103 181.6106 181.6109 181.6111 181.6114 181.6117 181.6119 181.6121 181.6124 181.6126 181.6128 181.6130 181.6133 181.6135 181.6137 181.6138 181.6140 181.6142 181.6144 181.6145 181.6147 181.6148 181.6150 181.6151 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6161 181.6161 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6161 181.6161 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6151 181.6150 181.6148 181.6147 181.6145 181.6144 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6123 0.9288 - 181.6104 181.6107 181.6109 181.6112 181.6114 181.6117 181.6119 181.6122 181.6124 181.6126 181.6129 181.6131 181.6133 181.6135 181.6137 181.6139 181.6141 181.6142 181.6144 181.6146 181.6147 181.6149 181.6150 181.6151 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6161 181.6162 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6161 181.6161 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6152 181.6151 181.6150 181.6148 181.6147 181.6145 181.6143 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6125 181.6123 0.9281 - 181.6104 181.6107 181.6110 181.6112 181.6115 181.6117 181.6120 181.6122 181.6124 181.6127 181.6129 181.6131 181.6133 181.6135 181.6137 181.6139 181.6141 181.6143 181.6144 181.6146 181.6147 181.6149 181.6150 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6161 181.6162 181.6162 181.6163 181.6163 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6161 181.6161 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6152 181.6151 181.6150 181.6148 181.6147 181.6145 181.6143 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6127 181.6125 181.6123 0.9275 - 181.6104 181.6107 181.6110 181.6113 181.6115 181.6118 181.6120 181.6122 181.6125 181.6127 181.6129 181.6131 181.6133 181.6135 181.6137 181.6139 181.6141 181.6143 181.6144 181.6146 181.6148 181.6149 181.6150 181.6152 181.6153 181.6154 181.6156 181.6157 181.6158 181.6159 181.6159 181.6160 181.6161 181.6162 181.6162 181.6163 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6161 181.6161 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6152 181.6151 181.6149 181.6148 181.6146 181.6145 181.6143 181.6141 181.6140 181.6138 181.6136 181.6134 181.6132 181.6129 181.6127 181.6125 181.6123 0.9269 - 181.6105 181.6108 181.6110 181.6113 181.6115 181.6118 181.6120 181.6123 181.6125 181.6127 181.6129 181.6132 181.6134 181.6136 181.6138 181.6139 181.6141 181.6143 181.6145 181.6146 181.6148 181.6149 181.6151 181.6152 181.6153 181.6154 181.6156 181.6157 181.6158 181.6159 181.6160 181.6160 181.6161 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6161 181.6161 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6153 181.6152 181.6151 181.6149 181.6148 181.6146 181.6145 181.6143 181.6141 181.6139 181.6137 181.6136 181.6134 181.6131 181.6129 181.6127 181.6125 181.6122 0.9263 - 181.6105 181.6108 181.6111 181.6113 181.6116 181.6118 181.6121 181.6123 181.6125 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6141 181.6143 181.6145 181.6146 181.6148 181.6149 181.6151 181.6152 181.6153 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6160 181.6161 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6161 181.6160 181.6160 181.6159 181.6158 181.6157 181.6156 181.6154 181.6153 181.6152 181.6151 181.6149 181.6148 181.6146 181.6144 181.6143 181.6141 181.6139 181.6137 181.6135 181.6133 181.6131 181.6129 181.6127 181.6124 181.6122 0.9256 - 181.6105 181.6108 181.6111 181.6113 181.6116 181.6118 181.6121 181.6123 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6142 181.6143 181.6145 181.6147 181.6148 181.6149 181.6151 181.6152 181.6153 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6161 181.6161 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6163 181.6163 181.6162 181.6162 181.6161 181.6160 181.6159 181.6159 181.6158 181.6157 181.6155 181.6154 181.6153 181.6152 181.6150 181.6149 181.6147 181.6146 181.6144 181.6143 181.6141 181.6139 181.6137 181.6135 181.6133 181.6131 181.6129 181.6126 181.6124 181.6122 0.9250 - 181.6106 181.6108 181.6111 181.6114 181.6116 181.6119 181.6121 181.6123 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6142 181.6143 181.6145 181.6147 181.6148 181.6150 181.6151 181.6152 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6161 181.6161 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6162 181.6161 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6150 181.6149 181.6147 181.6146 181.6144 181.6142 181.6140 181.6139 181.6137 181.6135 181.6133 181.6131 181.6128 181.6126 181.6124 181.6121 0.9244 - 181.6106 181.6109 181.6111 181.6114 181.6116 181.6119 181.6121 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6142 181.6143 181.6145 181.6147 181.6148 181.6150 181.6151 181.6152 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6161 181.6161 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6161 181.6161 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6151 181.6150 181.6148 181.6147 181.6145 181.6144 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6123 181.6121 0.9238 - 181.6106 181.6109 181.6111 181.6114 181.6117 181.6119 181.6121 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6142 181.6144 181.6145 181.6147 181.6148 181.6150 181.6151 181.6152 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6160 181.6161 181.6162 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6162 181.6161 181.6160 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6152 181.6151 181.6150 181.6148 181.6147 181.6145 181.6143 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6125 181.6123 181.6121 0.9231 - 181.6106 181.6109 181.6112 181.6114 181.6117 181.6119 181.6121 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6142 181.6144 181.6145 181.6147 181.6148 181.6150 181.6151 181.6152 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6160 181.6161 181.6162 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6164 181.6165 181.6165 181.6165 181.6165 181.6164 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6162 181.6161 181.6160 181.6159 181.6159 181.6158 181.6157 181.6156 181.6154 181.6153 181.6152 181.6151 181.6149 181.6148 181.6146 181.6145 181.6143 181.6141 181.6139 181.6138 181.6136 181.6134 181.6132 181.6129 181.6127 181.6125 181.6123 181.6120 0.9225 - 181.6106 181.6109 181.6112 181.6114 181.6117 181.6119 181.6122 181.6124 181.6126 181.6128 181.6130 181.6133 181.6135 181.6136 181.6138 181.6140 181.6142 181.6144 181.6145 181.6147 181.6148 181.6150 181.6151 181.6152 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6160 181.6161 181.6162 181.6162 181.6163 181.6163 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6163 181.6163 181.6163 181.6162 181.6161 181.6161 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6150 181.6149 181.6147 181.6146 181.6144 181.6143 181.6141 181.6139 181.6137 181.6135 181.6133 181.6131 181.6129 181.6127 181.6125 181.6122 181.6120 0.9219 - 181.6106 181.6109 181.6112 181.6114 181.6117 181.6119 181.6122 181.6124 181.6126 181.6128 181.6130 181.6133 181.6135 181.6136 181.6138 181.6140 181.6142 181.6144 181.6145 181.6147 181.6148 181.6150 181.6151 181.6152 181.6153 181.6155 181.6156 181.6157 181.6158 181.6159 181.6159 181.6160 181.6161 181.6161 181.6162 181.6163 181.6163 181.6163 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6162 181.6161 181.6160 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6151 181.6150 181.6149 181.6147 181.6146 181.6144 181.6142 181.6140 181.6139 181.6137 181.6135 181.6133 181.6131 181.6129 181.6126 181.6124 181.6122 181.6119 0.9213 - 181.6106 181.6109 181.6112 181.6114 181.6117 181.6119 181.6122 181.6124 181.6126 181.6128 181.6130 181.6133 181.6135 181.6136 181.6138 181.6140 181.6142 181.6143 181.6145 181.6147 181.6148 181.6150 181.6151 181.6152 181.6153 181.6154 181.6156 181.6157 181.6158 181.6158 181.6159 181.6160 181.6161 181.6161 181.6162 181.6162 181.6163 181.6163 181.6163 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6164 181.6163 181.6163 181.6162 181.6162 181.6161 181.6161 181.6160 181.6159 181.6159 181.6158 181.6157 181.6156 181.6155 181.6153 181.6152 181.6151 181.6150 181.6148 181.6147 181.6145 181.6143 181.6142 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 181.6121 181.6119 0.9206 - 181.6107 181.6109 181.6112 181.6114 181.6117 181.6119 181.6122 181.6124 181.6126 181.6128 181.6130 181.6133 181.6134 181.6136 181.6138 181.6140 181.6142 181.6143 181.6145 181.6147 181.6148 181.6149 181.6151 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6161 181.6161 181.6162 181.6162 181.6163 181.6163 181.6163 181.6163 181.6164 181.6164 181.6164 181.6164 181.6164 181.6163 181.6163 181.6163 181.6163 181.6162 181.6162 181.6161 181.6160 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6150 181.6149 181.6148 181.6146 181.6145 181.6143 181.6141 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6125 181.6123 181.6121 181.6118 0.9200 - 181.6107 181.6109 181.6112 181.6114 181.6117 181.6119 181.6122 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6142 181.6143 181.6145 181.6146 181.6148 181.6149 181.6151 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6160 181.6160 181.6161 181.6161 181.6162 181.6162 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6162 181.6162 181.6161 181.6161 181.6160 181.6159 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6151 181.6150 181.6149 181.6147 181.6146 181.6144 181.6143 181.6141 181.6139 181.6137 181.6135 181.6133 181.6131 181.6129 181.6127 181.6125 181.6122 181.6120 181.6118 0.9194 - 181.6107 181.6109 181.6112 181.6114 181.6117 181.6119 181.6122 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6142 181.6143 181.6145 181.6146 181.6148 181.6149 181.6150 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6159 181.6159 181.6160 181.6161 181.6161 181.6162 181.6162 181.6162 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6162 181.6162 181.6161 181.6161 181.6160 181.6160 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6150 181.6148 181.6147 181.6145 181.6144 181.6142 181.6140 181.6139 181.6137 181.6135 181.6133 181.6131 181.6129 181.6126 181.6124 181.6122 181.6119 181.6117 0.9188 - 181.6107 181.6109 181.6112 181.6114 181.6117 181.6119 181.6121 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6140 181.6141 181.6143 181.6145 181.6146 181.6148 181.6149 181.6150 181.6151 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6158 181.6159 181.6160 181.6160 181.6161 181.6161 181.6162 181.6162 181.6162 181.6163 181.6163 181.6163 181.6163 181.6163 181.6163 181.6162 181.6162 181.6162 181.6161 181.6161 181.6160 181.6160 181.6159 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6150 181.6149 181.6148 181.6146 181.6145 181.6143 181.6141 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 181.6121 181.6119 181.6116 0.9181 - 181.6106 181.6109 181.6112 181.6114 181.6117 181.6119 181.6121 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6139 181.6141 181.6143 181.6144 181.6146 181.6147 181.6149 181.6150 181.6151 181.6152 181.6153 181.6155 181.6156 181.6156 181.6157 181.6158 181.6159 181.6159 181.6160 181.6161 181.6161 181.6161 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6161 181.6161 181.6161 181.6160 181.6159 181.6159 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6150 181.6149 181.6147 181.6146 181.6144 181.6143 181.6141 181.6139 181.6137 181.6136 181.6134 181.6132 181.6130 181.6127 181.6125 181.6123 181.6121 181.6118 181.6116 0.9175 - 181.6106 181.6109 181.6112 181.6114 181.6117 181.6119 181.6121 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6138 181.6139 181.6141 181.6143 181.6144 181.6146 181.6147 181.6148 181.6150 181.6151 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6158 181.6158 181.6159 181.6160 181.6160 181.6161 181.6161 181.6161 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6162 181.6161 181.6161 181.6161 181.6160 181.6160 181.6159 181.6158 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6149 181.6148 181.6147 181.6145 181.6144 181.6142 181.6140 181.6139 181.6137 181.6135 181.6133 181.6131 181.6129 181.6127 181.6125 181.6122 181.6120 181.6118 181.6115 0.9169 - 181.6106 181.6109 181.6111 181.6114 181.6116 181.6119 181.6121 181.6123 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6137 181.6139 181.6141 181.6142 181.6144 181.6145 181.6147 181.6148 181.6149 181.6151 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6157 181.6158 181.6159 181.6159 181.6160 181.6160 181.6161 181.6161 181.6161 181.6161 181.6162 181.6162 181.6162 181.6161 181.6161 181.6161 181.6161 181.6161 181.6160 181.6160 181.6159 181.6158 181.6158 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6150 181.6149 181.6147 181.6146 181.6145 181.6143 181.6141 181.6140 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 181.6122 181.6119 181.6117 181.6114 0.9163 - 181.6106 181.6109 181.6111 181.6114 181.6116 181.6119 181.6121 181.6123 181.6125 181.6127 181.6129 181.6131 181.6133 181.6135 181.6137 181.6139 181.6140 181.6142 181.6144 181.6145 181.6146 181.6148 181.6149 181.6150 181.6151 181.6153 181.6154 181.6155 181.6155 181.6156 181.6157 181.6158 181.6158 181.6159 181.6159 181.6160 181.6160 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6161 181.6160 181.6160 181.6160 181.6159 181.6159 181.6158 181.6157 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6149 181.6148 181.6147 181.6145 181.6144 181.6142 181.6141 181.6139 181.6137 181.6135 181.6134 181.6132 181.6130 181.6128 181.6125 181.6123 181.6121 181.6119 181.6116 181.6114 0.9156 - 181.6106 181.6109 181.6111 181.6114 181.6116 181.6118 181.6121 181.6123 181.6125 181.6127 181.6129 181.6131 181.6133 181.6135 181.6137 181.6138 181.6140 181.6142 181.6143 181.6145 181.6146 181.6147 181.6149 181.6150 181.6151 181.6152 181.6153 181.6154 181.6155 181.6156 181.6157 181.6157 181.6158 181.6159 181.6159 181.6159 181.6160 181.6160 181.6160 181.6160 181.6161 181.6161 181.6161 181.6161 181.6160 181.6160 181.6160 181.6159 181.6159 181.6159 181.6158 181.6157 181.6157 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6150 181.6149 181.6147 181.6146 181.6145 181.6143 181.6142 181.6140 181.6138 181.6137 181.6135 181.6133 181.6131 181.6129 181.6127 181.6125 181.6122 181.6120 181.6118 181.6115 181.6113 0.9150 - 181.6106 181.6108 181.6111 181.6113 181.6116 181.6118 181.6120 181.6123 181.6125 181.6127 181.6129 181.6131 181.6133 181.6135 181.6136 181.6138 181.6140 181.6141 181.6143 181.6144 181.6146 181.6147 181.6148 181.6150 181.6151 181.6152 181.6153 181.6154 181.6155 181.6155 181.6156 181.6157 181.6157 181.6158 181.6159 181.6159 181.6159 181.6160 181.6160 181.6160 181.6160 181.6160 181.6160 181.6160 181.6160 181.6160 181.6159 181.6159 181.6158 181.6158 181.6157 181.6157 181.6156 181.6155 181.6155 181.6154 181.6153 181.6152 181.6151 181.6149 181.6148 181.6147 181.6145 181.6144 181.6143 181.6141 181.6139 181.6138 181.6136 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 181.6122 181.6119 181.6117 181.6115 181.6112 0.9144 - 181.6105 181.6108 181.6111 181.6113 181.6116 181.6118 181.6120 181.6122 181.6125 181.6127 181.6129 181.6131 181.6133 181.6134 181.6136 181.6138 181.6139 181.6141 181.6143 181.6144 181.6145 181.6147 181.6148 181.6149 181.6150 181.6151 181.6152 181.6153 181.6154 181.6155 181.6156 181.6156 181.6157 181.6158 181.6158 181.6158 181.6159 181.6159 181.6159 181.6159 181.6160 181.6160 181.6160 181.6159 181.6159 181.6159 181.6159 181.6158 181.6158 181.6157 181.6157 181.6156 181.6155 181.6155 181.6154 181.6153 181.6152 181.6151 181.6150 181.6149 181.6147 181.6146 181.6145 181.6143 181.6142 181.6140 181.6139 181.6137 181.6135 181.6133 181.6131 181.6129 181.6127 181.6125 181.6123 181.6121 181.6119 181.6116 181.6114 181.6111 0.9138 - 181.6105 181.6108 181.6110 181.6113 181.6115 181.6118 181.6120 181.6122 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6136 181.6137 181.6139 181.6141 181.6142 181.6144 181.6145 181.6146 181.6148 181.6149 181.6150 181.6151 181.6152 181.6153 181.6154 181.6155 181.6155 181.6156 181.6157 181.6157 181.6158 181.6158 181.6158 181.6159 181.6159 181.6159 181.6159 181.6159 181.6159 181.6159 181.6159 181.6158 181.6158 181.6158 181.6157 181.6157 181.6156 181.6156 181.6155 181.6154 181.6153 181.6152 181.6151 181.6150 181.6149 181.6148 181.6147 181.6145 181.6144 181.6143 181.6141 181.6140 181.6138 181.6136 181.6134 181.6133 181.6131 181.6129 181.6127 181.6125 181.6122 181.6120 181.6118 181.6115 181.6113 181.6110 0.9131 - 181.6105 181.6108 181.6110 181.6112 181.6115 181.6117 181.6120 181.6122 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6135 181.6137 181.6139 181.6140 181.6142 181.6143 181.6145 181.6146 181.6147 181.6148 181.6149 181.6150 181.6151 181.6152 181.6153 181.6154 181.6155 181.6155 181.6156 181.6157 181.6157 181.6157 181.6158 181.6158 181.6158 181.6158 181.6158 181.6158 181.6158 181.6158 181.6158 181.6158 181.6157 181.6157 181.6157 181.6156 181.6156 181.6155 181.6154 181.6153 181.6153 181.6152 181.6151 181.6150 181.6148 181.6147 181.6146 181.6145 181.6143 181.6142 181.6140 181.6139 181.6137 181.6135 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 181.6121 181.6119 181.6117 181.6115 181.6112 181.6110 0.9125 - 181.6105 181.6107 181.6110 181.6112 181.6115 181.6117 181.6119 181.6121 181.6123 181.6126 181.6128 181.6129 181.6131 181.6133 181.6135 181.6137 181.6138 181.6140 181.6141 181.6143 181.6144 181.6145 181.6147 181.6148 181.6149 181.6150 181.6151 181.6152 181.6153 181.6153 181.6154 181.6155 181.6155 181.6156 181.6156 181.6157 181.6157 181.6157 181.6158 181.6158 181.6158 181.6158 181.6158 181.6158 181.6157 181.6157 181.6157 181.6156 181.6156 181.6155 181.6155 181.6154 181.6153 181.6153 181.6152 181.6151 181.6150 181.6149 181.6148 181.6146 181.6145 181.6144 181.6143 181.6141 181.6140 181.6138 181.6136 181.6135 181.6133 181.6131 181.6129 181.6127 181.6125 181.6123 181.6121 181.6118 181.6116 181.6114 181.6111 181.6109 0.9119 - 181.6104 181.6107 181.6109 181.6112 181.6114 181.6116 181.6119 181.6121 181.6123 181.6125 181.6127 181.6129 181.6131 181.6133 181.6134 181.6136 181.6138 181.6139 181.6141 181.6142 181.6144 181.6145 181.6146 181.6147 181.6148 181.6149 181.6150 181.6151 181.6152 181.6153 181.6154 181.6154 181.6155 181.6155 181.6156 181.6156 181.6157 181.6157 181.6157 181.6157 181.6157 181.6157 181.6157 181.6157 181.6157 181.6156 181.6156 181.6156 181.6155 181.6155 181.6154 181.6153 181.6153 181.6152 181.6151 181.6150 181.6149 181.6148 181.6147 181.6146 181.6144 181.6143 181.6142 181.6140 181.6139 181.6137 181.6135 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 181.6122 181.6120 181.6117 181.6115 181.6113 181.6110 181.6108 0.9113 - 181.6104 181.6106 181.6109 181.6111 181.6114 181.6116 181.6118 181.6121 181.6123 181.6125 181.6127 181.6129 181.6130 181.6132 181.6134 181.6136 181.6137 181.6139 181.6140 181.6142 181.6143 181.6144 181.6146 181.6147 181.6148 181.6149 181.6150 181.6151 181.6152 181.6152 181.6153 181.6154 181.6154 181.6155 181.6155 181.6156 181.6156 181.6156 181.6156 181.6156 181.6156 181.6156 181.6156 181.6156 181.6156 181.6156 181.6155 181.6155 181.6155 181.6154 181.6153 181.6153 181.6152 181.6151 181.6150 181.6149 181.6148 181.6147 181.6146 181.6145 181.6144 181.6142 181.6141 181.6139 181.6138 181.6136 181.6135 181.6133 181.6131 181.6129 181.6127 181.6125 181.6123 181.6121 181.6119 181.6117 181.6114 181.6112 181.6109 181.6107 0.9106 - 181.6103 181.6106 181.6109 181.6111 181.6113 181.6116 181.6118 181.6120 181.6122 181.6124 181.6126 181.6128 181.6130 181.6132 181.6134 181.6135 181.6137 181.6138 181.6140 181.6141 181.6143 181.6144 181.6145 181.6146 181.6147 181.6148 181.6149 181.6150 181.6151 181.6152 181.6152 181.6153 181.6154 181.6154 181.6155 181.6155 181.6155 181.6155 181.6156 181.6156 181.6156 181.6156 181.6156 181.6155 181.6155 181.6155 181.6155 181.6154 181.6154 181.6153 181.6153 181.6152 181.6151 181.6150 181.6149 181.6149 181.6147 181.6146 181.6145 181.6144 181.6143 181.6141 181.6140 181.6139 181.6137 181.6135 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 181.6122 181.6120 181.6118 181.6116 181.6113 181.6111 181.6108 181.6106 0.9100 - 181.6103 181.6106 181.6108 181.6111 181.6113 181.6115 181.6117 181.6120 181.6122 181.6124 181.6126 181.6128 181.6129 181.6131 181.6133 181.6135 181.6136 181.6138 181.6139 181.6141 181.6142 181.6143 181.6144 181.6146 181.6147 181.6148 181.6149 181.6149 181.6150 181.6151 181.6152 181.6152 181.6153 181.6153 181.6154 181.6154 181.6155 181.6155 181.6155 181.6155 181.6155 181.6155 181.6155 181.6155 181.6155 181.6154 181.6154 181.6153 181.6153 181.6152 181.6152 181.6151 181.6150 181.6150 181.6149 181.6148 181.6147 181.6146 181.6144 181.6143 181.6142 181.6141 181.6139 181.6138 181.6136 181.6134 181.6133 181.6131 181.6129 181.6127 181.6125 181.6123 181.6121 181.6119 181.6117 181.6115 181.6112 181.6110 181.6107 181.6105 0.9094 - 181.6103 181.6105 181.6108 181.6110 181.6112 181.6115 181.6117 181.6119 181.6121 181.6123 181.6125 181.6127 181.6129 181.6131 181.6132 181.6134 181.6136 181.6137 181.6139 181.6140 181.6141 181.6143 181.6144 181.6145 181.6146 181.6147 181.6148 181.6149 181.6150 181.6150 181.6151 181.6152 181.6152 181.6153 181.6153 181.6153 181.6154 181.6154 181.6154 181.6154 181.6154 181.6154 181.6154 181.6154 181.6154 181.6153 181.6153 181.6153 181.6152 181.6152 181.6151 181.6150 181.6149 181.6149 181.6148 181.6147 181.6146 181.6145 181.6144 181.6142 181.6141 181.6140 181.6138 181.6137 181.6135 181.6134 181.6132 181.6130 181.6128 181.6126 181.6124 181.6122 181.6120 181.6118 181.6116 181.6114 181.6111 181.6109 181.6106 181.6104 0.9088 - 181.6102 181.6105 181.6107 181.6110 181.6112 181.6114 181.6116 181.6119 181.6121 181.6123 181.6125 181.6127 181.6128 181.6130 181.6132 181.6133 181.6135 181.6137 181.6138 181.6139 181.6141 181.6142 181.6143 181.6144 181.6145 181.6146 181.6147 181.6148 181.6149 181.6150 181.6150 181.6151 181.6151 181.6152 181.6152 181.6153 181.6153 181.6153 181.6153 181.6153 181.6153 181.6153 181.6153 181.6153 181.6153 181.6153 181.6152 181.6152 181.6151 181.6151 181.6150 181.6149 181.6149 181.6148 181.6147 181.6146 181.6145 181.6144 181.6143 181.6141 181.6140 181.6139 181.6137 181.6136 181.6134 181.6133 181.6131 181.6129 181.6127 181.6125 181.6123 181.6121 181.6119 181.6117 181.6115 181.6113 181.6110 181.6108 181.6105 181.6103 0.9081 - 181.6102 181.6104 181.6107 181.6109 181.6111 181.6114 181.6116 181.6118 181.6120 181.6122 181.6124 181.6126 181.6128 181.6129 181.6131 181.6133 181.6134 181.6136 181.6137 181.6139 181.6140 181.6141 181.6142 181.6144 181.6145 181.6146 181.6147 181.6147 181.6148 181.6149 181.6150 181.6150 181.6151 181.6151 181.6152 181.6152 181.6152 181.6152 181.6153 181.6153 181.6153 181.6153 181.6153 181.6152 181.6152 181.6152 181.6151 181.6151 181.6150 181.6150 181.6149 181.6148 181.6148 181.6147 181.6146 181.6145 181.6144 181.6143 181.6142 181.6140 181.6139 181.6138 181.6136 181.6135 181.6133 181.6132 181.6130 181.6128 181.6126 181.6124 181.6122 181.6120 181.6118 181.6116 181.6114 181.6111 181.6109 181.6107 181.6104 181.6102 0.9075 - 181.6101 181.6104 181.6106 181.6108 181.6111 181.6113 181.6115 181.6117 181.6119 181.6121 181.6123 181.6125 181.6127 181.6129 181.6131 181.6132 181.6134 181.6135 181.6137 181.6138 181.6139 181.6141 181.6142 181.6143 181.6144 181.6145 181.6146 181.6147 181.6147 181.6148 181.6149 181.6149 181.6150 181.6150 181.6151 181.6151 181.6151 181.6152 181.6152 181.6152 181.6152 181.6152 181.6152 181.6151 181.6151 181.6151 181.6150 181.6150 181.6150 181.6149 181.6148 181.6148 181.6147 181.6146 181.6145 181.6144 181.6143 181.6142 181.6141 181.6139 181.6138 181.6137 181.6135 181.6134 181.6132 181.6131 181.6129 181.6127 181.6125 181.6123 181.6121 181.6119 181.6117 181.6115 181.6113 181.6110 181.6108 181.6105 181.6103 181.6100 0.9069 - 181.6100 181.6103 181.6105 181.6108 181.6110 181.6112 181.6115 181.6117 181.6119 181.6121 181.6123 181.6125 181.6126 181.6128 181.6130 181.6131 181.6133 181.6135 181.6136 181.6137 181.6139 181.6140 181.6141 181.6142 181.6143 181.6144 181.6145 181.6146 181.6147 181.6147 181.6148 181.6149 181.6149 181.6150 181.6150 181.6150 181.6151 181.6151 181.6151 181.6151 181.6151 181.6151 181.6151 181.6151 181.6150 181.6150 181.6150 181.6149 181.6149 181.6148 181.6147 181.6147 181.6146 181.6145 181.6144 181.6143 181.6142 181.6141 181.6140 181.6138 181.6137 181.6136 181.6134 181.6133 181.6131 181.6129 181.6128 181.6126 181.6124 181.6122 181.6120 181.6118 181.6116 181.6114 181.6112 181.6109 181.6107 181.6104 181.6102 181.6099 0.9063 - 181.6100 181.6102 181.6105 181.6107 181.6110 181.6112 181.6114 181.6116 181.6118 181.6120 181.6122 181.6124 181.6126 181.6127 181.6129 181.6131 181.6132 181.6134 181.6135 181.6137 181.6138 181.6139 181.6140 181.6141 181.6142 181.6143 181.6144 181.6145 181.6146 181.6147 181.6147 181.6148 181.6148 181.6149 181.6149 181.6149 181.6150 181.6150 181.6150 181.6150 181.6150 181.6150 181.6150 181.6150 181.6149 181.6149 181.6149 181.6148 181.6148 181.6147 181.6146 181.6146 181.6145 181.6144 181.6143 181.6142 181.6141 181.6140 181.6139 181.6137 181.6136 181.6135 181.6133 181.6132 181.6130 181.6128 181.6127 181.6125 181.6123 181.6121 181.6119 181.6117 181.6115 181.6113 181.6110 181.6108 181.6106 181.6103 181.6101 181.6098 0.9056 - 181.6099 181.6102 181.6104 181.6107 181.6109 181.6111 181.6113 181.6115 181.6117 181.6119 181.6121 181.6123 181.6125 181.6127 181.6128 181.6130 181.6132 181.6133 181.6134 181.6136 181.6137 181.6138 181.6139 181.6141 181.6142 181.6143 181.6143 181.6144 181.6145 181.6146 181.6146 181.6147 181.6147 181.6148 181.6148 181.6149 181.6149 181.6149 181.6149 181.6149 181.6149 181.6149 181.6149 181.6149 181.6148 181.6148 181.6148 181.6147 181.6147 181.6146 181.6145 181.6145 181.6144 181.6143 181.6142 181.6141 181.6140 181.6139 181.6138 181.6136 181.6135 181.6134 181.6132 181.6131 181.6129 181.6127 181.6126 181.6124 181.6122 181.6120 181.6118 181.6116 181.6114 181.6111 181.6109 181.6107 181.6104 181.6102 181.6099 181.6097 0.9050 - 181.6099 181.6101 181.6104 181.6106 181.6108 181.6110 181.6113 181.6115 181.6117 181.6119 181.6121 181.6122 181.6124 181.6126 181.6128 181.6129 181.6131 181.6132 181.6134 181.6135 181.6136 181.6138 181.6139 181.6140 181.6141 181.6142 181.6143 181.6143 181.6144 181.6145 181.6145 181.6146 181.6147 181.6147 181.6147 181.6148 181.6148 181.6148 181.6148 181.6148 181.6148 181.6148 181.6148 181.6148 181.6147 181.6147 181.6147 181.6146 181.6146 181.6145 181.6144 181.6144 181.6143 181.6142 181.6141 181.6140 181.6139 181.6138 181.6136 181.6135 181.6134 181.6132 181.6131 181.6129 181.6128 181.6126 181.6124 181.6123 181.6121 181.6119 181.6117 181.6115 181.6113 181.6110 181.6108 181.6106 181.6103 181.6101 181.6098 181.6096 0.9044 - 181.6098 181.6100 181.6103 181.6105 181.6107 181.6110 181.6112 181.6114 181.6116 181.6118 181.6120 181.6122 181.6124 181.6125 181.6127 181.6128 181.6130 181.6131 181.6133 181.6134 181.6135 181.6137 181.6138 181.6139 181.6140 181.6141 181.6142 181.6143 181.6143 181.6144 181.6145 181.6145 181.6146 181.6146 181.6146 181.6147 181.6147 181.6147 181.6147 181.6147 181.6147 181.6147 181.6147 181.6147 181.6146 181.6146 181.6146 181.6145 181.6145 181.6144 181.6143 181.6143 181.6142 181.6141 181.6140 181.6139 181.6138 181.6137 181.6135 181.6134 181.6133 181.6131 181.6130 181.6128 181.6127 181.6125 181.6123 181.6121 181.6120 181.6118 181.6116 181.6113 181.6111 181.6109 181.6107 181.6104 181.6102 181.6100 181.6097 181.6094 0.9038 - 181.6097 181.6100 181.6102 181.6104 181.6107 181.6109 181.6111 181.6113 181.6115 181.6117 181.6119 181.6121 181.6123 181.6124 181.6126 181.6128 181.6129 181.6131 181.6132 181.6133 181.6135 181.6136 181.6137 181.6138 181.6139 181.6140 181.6141 181.6142 181.6142 181.6143 181.6144 181.6144 181.6145 181.6145 181.6145 181.6146 181.6146 181.6146 181.6146 181.6146 181.6146 181.6146 181.6146 181.6146 181.6145 181.6145 181.6145 181.6144 181.6144 181.6143 181.6142 181.6141 181.6141 181.6140 181.6139 181.6138 181.6137 181.6135 181.6134 181.6133 181.6132 181.6130 181.6129 181.6127 181.6125 181.6124 181.6122 181.6120 181.6118 181.6116 181.6114 181.6112 181.6110 181.6108 181.6106 181.6103 181.6101 181.6098 181.6096 181.6093 0.9031 - 181.6096 181.6099 181.6101 181.6104 181.6106 181.6108 181.6110 181.6112 181.6114 181.6116 181.6118 181.6120 181.6122 181.6124 181.6125 181.6127 181.6128 181.6130 181.6131 181.6132 181.6134 181.6135 181.6136 181.6137 181.6138 181.6139 181.6140 181.6141 181.6141 181.6142 181.6143 181.6143 181.6144 181.6144 181.6144 181.6145 181.6145 181.6145 181.6145 181.6145 181.6145 181.6145 181.6145 181.6145 181.6144 181.6144 181.6143 181.6143 181.6142 181.6142 181.6141 181.6140 181.6139 181.6139 181.6138 181.6137 181.6135 181.6134 181.6133 181.6132 181.6130 181.6129 181.6127 181.6126 181.6124 181.6123 181.6121 181.6119 181.6117 181.6115 181.6113 181.6111 181.6109 181.6107 181.6104 181.6102 181.6099 181.6097 181.6094 181.6092 0.9025 - 181.6096 181.6098 181.6101 181.6103 181.6105 181.6107 181.6110 181.6112 181.6114 181.6116 181.6117 181.6119 181.6121 181.6123 181.6124 181.6126 181.6127 181.6129 181.6130 181.6132 181.6133 181.6134 181.6135 181.6136 181.6137 181.6138 181.6139 181.6140 181.6140 181.6141 181.6142 181.6142 181.6143 181.6143 181.6143 181.6144 181.6144 181.6144 181.6144 181.6144 181.6144 181.6144 181.6144 181.6144 181.6143 181.6143 181.6142 181.6142 181.6141 181.6141 181.6140 181.6139 181.6138 181.6137 181.6136 181.6135 181.6134 181.6133 181.6132 181.6131 181.6129 181.6128 181.6126 181.6125 181.6123 181.6121 181.6120 181.6118 181.6116 181.6114 181.6112 181.6110 181.6107 181.6105 181.6103 181.6101 181.6098 181.6096 181.6093 181.6090 0.9019 - 181.6095 181.6097 181.6100 181.6102 181.6104 181.6107 181.6109 181.6111 181.6113 181.6115 181.6117 181.6118 181.6120 181.6122 181.6123 181.6125 181.6127 181.6128 181.6129 181.6131 181.6132 181.6133 181.6134 181.6135 181.6136 181.6137 181.6138 181.6139 181.6139 181.6140 181.6141 181.6141 181.6142 181.6142 181.6142 181.6143 181.6143 181.6143 181.6143 181.6143 181.6143 181.6143 181.6143 181.6142 181.6142 181.6142 181.6141 181.6141 181.6140 181.6139 181.6139 181.6138 181.6137 181.6136 181.6135 181.6134 181.6133 181.6132 181.6131 181.6129 181.6128 181.6126 181.6125 181.6123 181.6122 181.6120 181.6118 181.6116 181.6114 181.6112 181.6110 181.6108 181.6106 181.6104 181.6102 181.6099 181.6097 181.6094 181.6092 181.6089 0.9013 - 181.6094 181.6097 181.6099 181.6101 181.6103 181.6106 181.6108 181.6110 181.6112 181.6114 181.6116 181.6117 181.6119 181.6121 181.6123 181.6124 181.6126 181.6127 181.6128 181.6130 181.6131 181.6132 181.6133 181.6134 181.6135 181.6136 181.6137 181.6138 181.6138 181.6139 181.6140 181.6140 181.6141 181.6141 181.6141 181.6142 181.6142 181.6142 181.6142 181.6142 181.6142 181.6142 181.6142 181.6141 181.6141 181.6141 181.6140 181.6140 181.6139 181.6138 181.6138 181.6137 181.6136 181.6135 181.6134 181.6133 181.6132 181.6131 181.6129 181.6128 181.6127 181.6125 181.6124 181.6122 181.6120 181.6119 181.6117 181.6115 181.6113 181.6111 181.6109 181.6107 181.6105 181.6103 181.6100 181.6098 181.6095 181.6093 181.6090 181.6088 0.9006 - 181.6093 181.6096 181.6098 181.6100 181.6103 181.6105 181.6107 181.6109 181.6111 181.6113 181.6115 181.6117 181.6118 181.6120 181.6122 181.6123 181.6125 181.6126 181.6127 181.6129 181.6130 181.6131 181.6132 181.6133 181.6134 181.6135 181.6136 181.6137 181.6137 181.6138 181.6139 181.6139 181.6140 181.6140 181.6140 181.6140 181.6141 181.6141 181.6141 181.6141 181.6141 181.6141 181.6140 181.6140 181.6140 181.6139 181.6139 181.6138 181.6138 181.6137 181.6136 181.6136 181.6135 181.6134 181.6133 181.6132 181.6131 181.6129 181.6128 181.6127 181.6125 181.6124 181.6122 181.6121 181.6119 181.6117 181.6116 181.6114 181.6112 181.6110 181.6108 181.6106 181.6103 181.6101 181.6099 181.6096 181.6094 181.6091 181.6089 181.6086 81 81 mat 1 1 mat

as per order L,H

col row value 1 3 mat 38 44 181.616521 1 3 mat

The located row/col augmented [1] return their respctive metric

x N 1 39 el : y N 45 1 el : 2 1 mat 0.27075 - 0.923125 - 2 1 mat

sanity located Max(H)

x y f 181.617 1

Himmelblau, Wikipedia

x y f x 2 ^ y + 11 - ( 2 ^ x y 2 ^ + 7 - ( 2 ^ + :

approximated from 2D mesh determined condition f(0,0)

f x y f 181.617 - 0 ≡ x y f 170 - 0 ≡ 2 1 mat :

initial guesses

init x 0.1 ≡ y 1 - ≡ 2 1 mat :

Accuracy

ε 10 6 - ^ :

trial/error or useless needed to validate [4]

 iVBORw0KGgoAAAANSUhEUgAAABcAAAAYCAYAAAARfGZ1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABUSURBVEhL7dNBCgAgCERR739Qr2GMIBjZIrQg8MO0kreL5GJbnIhSU0PfIDvI1HhY42GNh00CQL9sd3FmFsyqwmEuQhWO3uKo8fc4+hdH/nOdJzIA1nD4PfaskGgAAAAASUVORK5CYII= iVBORw0KGgoAAAANSUhEUgAAABcAAAAYCAYAAAARfGZ1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABUSURBVEhL7dNBCgAgCERR739Qr2GMIBjZIrQg8MO0kreL5GJbnIhSU0PfIDvI1HhY42GNh00CQL9sd3FmFsyqwmEuQhWO3uKo8fc4+hdH/nOdJzIA1nD4PfaskGgAAAAASUVORK5CYII=

LM perturbation

 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 0.237752 0.961938 - 2 1 mat

what's the freak to negate [-x]

x - y f 181.59

Plot isocontour @ max [181.617]

u v Φ u 2 ^ v + 11 - ( 2 ^ u v 2 ^ + 7 - ( 2 ^ + a - : Φ axes 2 1 sys 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

Isocontur is from digized procedure. Not given from freaked manipulations. Otherwise adequate for open contour.